Evolving Human Competitive Spectra-Based Fault Localisation Technique

This page is supplementary to the paper entitled "Evolving Human Competitive Spectra-Based Fault Localisation Techniques", which has been presented at the 4th International Symposium on Search-Based Software Engineering. This page contains additional results that could not be reported in the paper due to page limits. The data used in the paper is also made available here to enable replication and further research on the topic.

Background

The paper presents the first attempt to evolve human-competitive Spectra-Based Fault Localisation (SBFL). SBFL relies on risk evaluation formulas to predict the relative risk of each statement in System Under Test containing the fault. The widely studied form of risk evaluation formulas is a formula of four program spectra elements: \(e_p\) (number of passing tests that cover the statement), \(e_f\) (number of failing tests that cover the statement), \(n_p\) (number of failing tests that do not cover the statement), and \(n_f\) (number of failing tests that do not cover the statement). All existing formulas were designed by human tester/software engineer. Our Genetic Programming approach can evolve risk evaluation formulas that can significantly outperform many of the widely studied human-designed formulas. For details, please refer to the original paper.

Full Results

This section contains the full comparision of each individual GP-evolved formula against all human-designed metrics studied in the paper. Please click the ID of the GP experiment to see the full details.

GP01 GP02 GP03 GP04 GP05 GP06 GP07 GP08 GP09 GP10
GP11 GP12 GP13 GP14 GP15 GP16 GP17 GP18 GP19 GP20
GP21 GP22 GP23 GP24 GP25 GP26 GP27 GP28 GP29 GP30

Experimental Data

The program spectra data and the fault location data are available from here.

GP01

Raw formula from GP

\[((n_p + e_f ) + \sqrt{e_f } e_f ) e_f \]

Refined Formula

\[e_f(n_p+e_f(1+\sqrt{e_f}))\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_121.75119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_412.55511.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex2F_AA_243.95014.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex3F_AA_320.38616.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.84919.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.84919.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.43599.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP01 Comparison to AMPLE

GP01 Comparison to Jaccard

GP01 Comparison to Ochiai

GP01 Comparison to Op1

GP01 Comparison to Op2

GP01 Comparison to Tarantula

GP01 Comparison to Wong1

GP01 Comparison to Wong2

GP01 Comparison to Wong3

GP02

Raw formula from GP

\[(((\sqrt{n_p } + \sqrt{e_p }) + \sqrt{n_p }) + (e_f + e_f ))\]

Refined Formula

\[2(e_f+\sqrt{n_p})+\sqrt{e_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_618.92114.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_35.1283.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_412.55511.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_55.7770.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_614.47113.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.4420.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_35.8060.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_53.9201.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_299.67014.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_333.2991.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_23.7110.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_76.1260.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_813.0409.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_213.0409.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_623.0814.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.18416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_433.66329.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_54.5703.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_JR_24.5703.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_317.6691.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_517.6691.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_23.6321.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.87419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_HD_50.4290.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.87419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_22.8750.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.4290.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_28.0967.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.43599.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_212.81199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_810.89910.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_742.8050.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_36.3690.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_60.27299.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_23.81221.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.8123.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_1030.0293.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_96.8620.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_32.1110.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_31.7451.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip4F_KL_128.2244.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_814.48210.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_327.0083.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_113.99910.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_23.51213.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_47.4760.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_86.5730.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_123.6572.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_179.8504.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.2360.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_113.1320.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.0920.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_610.2720.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_224.2170.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_100.6001.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_80.8010.7340.73427.0850.7340.7341.06717.2780.7340.734

GP02 Comparison to AMPLE

GP02 Comparison to Jaccard

GP02 Comparison to Ochiai

GP02 Comparison to Op1

GP02 Comparison to Op2

GP02 Comparison to Tarantula

GP02 Comparison to Wong1

GP02 Comparison to Wong2

GP02 Comparison to Wong3

GP03

Raw formula from GP

\[\sqrt{(\sqrt{e_p } - e_f e_f )}\]

Refined Formula

\[\sqrt{|e_f^2-\sqrt{e_p}|}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_119.83519.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_380.8591.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_670.8194.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_331.07416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_32.2341.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_52.2341.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_820.52210.14010.1408.62210.71610.99010.99021.06988.52552.914
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_236.30521.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_1074.8973.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_93.4020.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip4F_KL_167.6534.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_367.7063.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_265.17813.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_844.3550.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_1742.4364.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_618.7010.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_261.5100.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP03 Comparison to AMPLE

GP03 Comparison to Jaccard

GP03 Comparison to Ochiai

GP03 Comparison to Op1

GP03 Comparison to Op2

GP03 Comparison to Tarantula

GP03 Comparison to Wong1

GP03 Comparison to Wong2

GP03 Comparison to Wong3

GP04

Raw formula from GP

\[\sqrt{(\frac{n_p }{(e_p - n_p )} - e_f )}\]

Refined Formula

\[\sqrt{|\frac{n_p}{e_p-n_p}-e_f|}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.55512.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.8903.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_314.82510.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_118.95119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.8903.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_426.55511.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_613.91113.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.8550.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.55512.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_35.5700.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_53.8611.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_38.3121.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_424.02113.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_55.51610.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_22.5670.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_61.9570.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_75.7190.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_814.1339.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_617.5654.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_42.46329.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_HD_63.5803.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.5803.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_310.0281.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_510.0281.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_11.0340.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_23.6821.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_70.1770.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.4540.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_22.9760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_28.0967.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_43.8344.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_110.70199.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_213.41899.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_310.53499.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_892.04610.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.8542.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_78.3180.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_36.3990.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.23099.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_82.8980.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_619.29625.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.8123.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_96.8040.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_32.1110.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_31.7451.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_817.19819.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_16.6604.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KP_35.8143.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_113.99910.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_42.1580.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_86.5230.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_122.52913.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_124.9252.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_170.2064.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_1911.5900.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed3F_AG_115.2510.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_182.2570.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_54.0530.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_68.9360.7370.7376.0800.7370.7371.10530.3550.7370.737
sed5F_KRM_12.1350.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_106.4711.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_22.2010.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.8010.7340.73427.0850.7340.7341.06717.2780.7340.734

GP04 Comparison to AMPLE

GP04 Comparison to Jaccard

GP04 Comparison to Ochiai

GP04 Comparison to Op1

GP04 Comparison to Op2

GP04 Comparison to Tarantula

GP04 Comparison to Wong1

GP04 Comparison to Wong2

GP04 Comparison to Wong3

GP05

Raw formula from GP

\[\frac{\frac{\frac{\sqrt{e_f }}{(e_f + e_p )}}{\frac{(e_p + n_p )}{(n_p + e_f )}}}{(\sqrt{(e_p - n_p )} + (n_p n_f + \sqrt{e_p }))}\]

Refined Formula

\[\frac{(e_f + n_p)\sqrt{e_f}}{(e_f+e_p)(n_pn_f + \sqrt{e_p})(e_p+n_p)^{\frac{3}{2}}}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_122.13412.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_628.55914.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_119.83519.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_222.13412.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex2F_AA_267.36114.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_811.8209.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_339.78216.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_48.0967.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep2F_DG_16.82499.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.61699.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.61899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_852.91410.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_62.92899.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_246.97921.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_650.32325.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.5280.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_112.01417.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_TW_19.78413.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1736.8924.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_1928.5460.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP05 Comparison to AMPLE

GP05 Comparison to Jaccard

GP05 Comparison to Ochiai

GP05 Comparison to Op1

GP05 Comparison to Op2

GP05 Comparison to Tarantula

GP05 Comparison to Wong1

GP05 Comparison to Wong2

GP05 Comparison to Wong3

GP06

Raw formula from GP

\[e_f n_p \]

Refined Formula

\[e_f n_p\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_122.84112.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_336.75210.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_633.56914.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_144.03219.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_434.27611.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_699.97113.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.7370.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_222.84112.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_299.97514.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_432.46113.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_541.94210.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_422.36911.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_320.38616.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_499.97529.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_340.25219.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep2F_DG_19.58499.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.18999.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_KP_60.03099.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_119.0320.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_119.74117.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_820.88719.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_115.20313.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2033.88428.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP06 Comparison to AMPLE

GP06 Comparison to Jaccard

GP06 Comparison to Ochiai

GP06 Comparison to Op1

GP06 Comparison to Op2

GP06 Comparison to Tarantula

GP06 Comparison to Wong1

GP06 Comparison to Wong2

GP06 Comparison to Wong3

GP07

Raw formula from GP

\[((\sqrt{n_p } + e_f (e_f + e_f ) ) + (((e_f + e_f ) + \frac{e_f }{n_p }) + \sqrt{(n_p + n_p )}))\]

Refined Formula

\[2e_f(1+e_f+\frac{1}{2n_p})+(1+\sqrt{2})\sqrt{n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_313.79310.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_614.35314.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_124.10819.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.87711.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.5890.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_40.5310.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.2081.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.3540.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_48.69313.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.10811.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.2800.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_821.5819.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_221.5819.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_38.7700.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.6271.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.18416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.2770.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_333.31719.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_79.6340.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.2020.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_133.31719.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_48.7010.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_48.2477.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_810.65610.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_111.2320.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_821.13719.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.29713.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.4174.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_194.2470.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2032.46828.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_173.7771.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534

GP07 Comparison to AMPLE

GP07 Comparison to Jaccard

GP07 Comparison to Ochiai

GP07 Comparison to Op1

GP07 Comparison to Op2

GP07 Comparison to Tarantula

GP07 Comparison to Wong1

GP07 Comparison to Wong2

GP07 Comparison to Wong3

GP08

Raw formula from GP

\[((e_f e_f (e_f + n_p ) + e_f e_f (n_p + n_p ) ) + e_f e_f ((e_p + e_f ) + e_p ) )\]

Refined Formula

\[e_f^2(2e_p+2e_f+3n_p)\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_311.55310.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_615.62014.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_121.75119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_614.47113.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.59913.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_511.97310.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_412.02311.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_316.65416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.90629.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.87419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_JR_119.87419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.43599.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_810.14010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP08 Comparison to AMPLE

GP08 Comparison to Jaccard

GP08 Comparison to Ochiai

GP08 Comparison to Op1

GP08 Comparison to Op2

GP08 Comparison to Tarantula

GP08 Comparison to Wong1

GP08 Comparison to Wong2

GP08 Comparison to Wong3

GP09

Raw formula from GP

\[(\frac{e_f \sqrt{n_p } }{(n_p + n_p )} + ((n_p + e_f ) + e_f e_f e_f ))\]

Refined Formula

\[\frac{e_f\sqrt{n_p}}{n_p+n_p}+n_p+e_f+e_f^3\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.73212.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_323.49010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_614.35314.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_48.69313.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.10811.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_821.5819.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_221.5819.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex3F_AA_384.64116.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.92419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.92419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex5F_AA_48.2477.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_888.25110.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_267.03821.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_111.2320.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.84019.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_247.76713.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.24613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534

GP09 Comparison to AMPLE

GP09 Comparison to Jaccard

GP09 Comparison to Ochiai

GP09 Comparison to Op1

GP09 Comparison to Op2

GP09 Comparison to Tarantula

GP09 Comparison to Wong1

GP09 Comparison to Wong2

GP09 Comparison to Wong3

GP10

Raw formula from GP

\[\sqrt{(((n_p - e_f ) - n_p ) + \frac{n_p }{n_p n_p })}\]

Refined Formula

\[\sqrt{|e_f - \frac{1}{n_p}|}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_614.35314.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.2461.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_316.65416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_810.14010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP10 Comparison to AMPLE

GP10 Comparison to Jaccard

GP10 Comparison to Ochiai

GP10 Comparison to Op1

GP10 Comparison to Op2

GP10 Comparison to Tarantula

GP10 Comparison to Wong1

GP10 Comparison to Wong2

GP10 Comparison to Wong3

GP11

Raw formula from GP

\[(\sqrt{n_p } + e_f e_f ) e_f e_f \]

Refined Formula

\[e_f^2(e_f^2+\sqrt{n_p})\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_614.35314.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_316.65416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP11 Comparison to AMPLE

GP11 Comparison to Jaccard

GP11 Comparison to Ochiai

GP11 Comparison to Op1

GP11 Comparison to Op2

GP11 Comparison to Tarantula

GP11 Comparison to Wong1

GP11 Comparison to Wong2

GP11 Comparison to Wong3

GP12

Raw formula from GP

\[\sqrt{((e_f - \sqrt{e_p }) + (e_p + n_p ))}\]

Refined Formula

\[\sqrt{e_p+e_f+n_p-\sqrt{e_p}}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_616.56414.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_121.75119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_412.49611.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_614.94313.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.7370.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_278.74914.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_511.99810.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_412.02311.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex3F_AA_384.18416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_319.84919.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_JR_119.84919.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_887.97810.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_265.45521.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_259.35813.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_433.3170.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_1037.1581.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP12 Comparison to AMPLE

GP12 Comparison to Jaccard

GP12 Comparison to Ochiai

GP12 Comparison to Op1

GP12 Comparison to Op2

GP12 Comparison to Tarantula

GP12 Comparison to Wong1

GP12 Comparison to Wong2

GP12 Comparison to Wong3

GP13

Raw formula from GP

\[(\frac{e_f }{(e_p + (e_p + e_f ))} + e_f )\]

Refined Formula

\[e_f(1+\frac{1}{2e_p+e_f})\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_614.35314.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_119.83519.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_810.14010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP13 Comparison to AMPLE

GP13 Comparison to Jaccard

GP13 Comparison to Ochiai

GP13 Comparison to Op1

GP13 Comparison to Op2

GP13 Comparison to Tarantula

GP13 Comparison to Wong1

GP13 Comparison to Wong2

GP13 Comparison to Wong3

GP14

Raw formula from GP

\[(\sqrt{n_p } + e_f )\]

Refined Formula

\[e_f+\sqrt{n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_311.55310.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_620.63114.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_615.70913.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_299.67014.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.59913.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_511.97310.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.23516.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_319.87419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_JR_119.87419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_887.49210.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP14 Comparison to AMPLE

GP14 Comparison to Jaccard

GP14 Comparison to Ochiai

GP14 Comparison to Op1

GP14 Comparison to Op2

GP14 Comparison to Tarantula

GP14 Comparison to Wong1

GP14 Comparison to Wong2

GP14 Comparison to Wong3

GP15

Raw formula from GP

\[(e_f + \sqrt{(n_f + \sqrt{n_p })})\]

Refined Formula

\[e_f+\sqrt{n_f+\sqrt{n_p}}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_615.65014.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_412.49611.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_614.47113.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_431.04829.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.82319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.82319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep3F_DG_24.88899.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_35.98199.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_810.14010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_62.32499.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_174.7774.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP15 Comparison to AMPLE

GP15 Comparison to Jaccard

GP15 Comparison to Ochiai

GP15 Comparison to Op1

GP15 Comparison to Op2

GP15 Comparison to Tarantula

GP15 Comparison to Wong1

GP15 Comparison to Wong2

GP15 Comparison to Wong3

GP16

Raw formula from GP

\[\sqrt{(\sqrt{e_f } + \frac{n_p }{e_f }) e_f }\]

Refined Formula

\[\sqrt{e_f^{\frac{3}{2}}+n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_634.57114.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_416.29811.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_265.32814.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_320.38616.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.87419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.87419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_45.1334.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_811.84010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.51325.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_215.00313.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.8290.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.6681.5341.53439.96013.4091.6681.6685.40448.6991.534

GP16 Comparison to AMPLE

GP16 Comparison to Jaccard

GP16 Comparison to Ochiai

GP16 Comparison to Op1

GP16 Comparison to Op2

GP16 Comparison to Tarantula

GP16 Comparison to Wong1

GP16 Comparison to Wong2

GP16 Comparison to Wong3

GP17

Raw formula from GP

\[(\frac{(e_f + (n_f + e_f ))}{(e_f - n_p )} + (\sqrt{e_f } \frac{n_p }{e_f } - (e_f - e_f e_f )))\]

Refined Formula

\[\frac{2e_f+n_f}{e_f-n_p}+\frac{n_p}{\sqrt{e_f}}-e_f-e_f^2\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_50.6480.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0901.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_240.72214.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_218.6070.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex3F_AA_320.38616.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.47429.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_36.3211.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_56.3211.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_14.5150.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.67999.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_812.35610.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_33.8330.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_629.85325.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_TW_33.9880.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_817.86510.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_117.56110.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_220.27113.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_68.5670.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_101.6681.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000

GP17 Comparison to AMPLE

GP17 Comparison to Jaccard

GP17 Comparison to Ochiai

GP17 Comparison to Op1

GP17 Comparison to Op2

GP17 Comparison to Tarantula

GP17 Comparison to Wong1

GP17 Comparison to Wong2

GP17 Comparison to Wong3

GP18

Raw formula from GP

\[(n_p + (n_p + e_f e_f e_f ))\]

Refined Formula

\[e_f^3+2n_p\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_215.22614.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_633.9104.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.64116.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_267.03821.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_264.97713.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_433.3170.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP18 Comparison to AMPLE

GP18 Comparison to Jaccard

GP18 Comparison to Ochiai

GP18 Comparison to Op1

GP18 Comparison to Op2

GP18 Comparison to Tarantula

GP18 Comparison to Wong1

GP18 Comparison to Wong2

GP18 Comparison to Wong3

GP19

Raw formula from GP

\[e_f \sqrt{((n_f - e_f ) + (e_p - n_p ))} \]

Refined Formula

\[e_f\sqrt{|e_p-e_f+n_f-n_p|}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_311.58310.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_617.74214.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_426.43711.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_625.96513.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.55512.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_415.25213.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_513.47210.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_412.07411.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_613.4984.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_325.81916.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_40.88929.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_128.29819.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_112.19099.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_819.97610.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.89617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_216.65813.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_42.1070.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.24613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1746.8594.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.95928.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_105.4041.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP19 Comparison to AMPLE

GP19 Comparison to Jaccard

GP19 Comparison to Ochiai

GP19 Comparison to Op1

GP19 Comparison to Op2

GP19 Comparison to Tarantula

GP19 Comparison to Wong1

GP19 Comparison to Wong2

GP19 Comparison to Wong3

GP20

Raw formula from GP

\[(e_f + (e_f + \frac{(n_p + n_p )}{(e_p + n_p )}))\]

Refined Formula

\[2(e_f+\frac{n_p}{e_p+n_p})\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_614.35314.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_316.65416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_810.14010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_174.7774.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP20 Comparison to AMPLE

GP20 Comparison to Jaccard

GP20 Comparison to Ochiai

GP20 Comparison to Op1

GP20 Comparison to Op2

GP20 Comparison to Tarantula

GP20 Comparison to Wong1

GP20 Comparison to Wong2

GP20 Comparison to Wong3

GP21

Raw formula from GP

\[\sqrt{(\sqrt{(e_f + n_p )} + ((e_f - e_f ) + e_f ))}\]

Refined Formula

\[\sqrt{e_f+\sqrt{e_f+n_p}}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_619.01014.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_121.75119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_298.14414.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.23516.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_430.97229.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.87419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.43599.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_24.88899.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_34.09899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_887.49210.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP21 Comparison to AMPLE

GP21 Comparison to Jaccard

GP21 Comparison to Ochiai

GP21 Comparison to Op1

GP21 Comparison to Op2

GP21 Comparison to Tarantula

GP21 Comparison to Wong1

GP21 Comparison to Wong2

GP21 Comparison to Wong3

GP22

Raw formula from GP

\[(\sqrt{((n_f - n_f ) + e_f e_f )} + (\sqrt{n_p } + e_f e_f ))\]

Refined Formula

\[e_f^2+e_f+\sqrt{n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_119.83519.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.18416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_810.47410.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_1757.2994.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP22 Comparison to AMPLE

GP22 Comparison to Jaccard

GP22 Comparison to Ochiai

GP22 Comparison to Op1

GP22 Comparison to Op2

GP22 Comparison to Tarantula

GP22 Comparison to Wong1

GP22 Comparison to Wong2

GP22 Comparison to Wong3

GP23

Raw formula from GP

\[((e_f e_f + \frac{n_p }{e_f }) + (\sqrt{n_p } + (n_f + n_p ))) \sqrt{e_f } \]

Refined Formula

\[\sqrt{e_f}(e_f^2+\frac{n_p}{e_f}+\sqrt{n_p}+n_f+n_p)\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_616.29814.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_119.83519.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_252.33914.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_320.38616.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.52529.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_811.84010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP23 Comparison to AMPLE

GP23 Comparison to Jaccard

GP23 Comparison to Ochiai

GP23 Comparison to Op1

GP23 Comparison to Op2

GP23 Comparison to Tarantula

GP23 Comparison to Wong1

GP23 Comparison to Wong2

GP23 Comparison to Wong3

GP24

Raw formula from GP

\[(e_f + \sqrt{n_p })\]

Refined Formula

\[e_f+\sqrt{n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_311.55310.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_620.63114.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_121.75119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_615.70913.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_299.67014.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.59913.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_511.97310.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_412.02311.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.23516.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_434.65329.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.87419.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.87419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.43599.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_60.03099.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP24 Comparison to AMPLE

GP24 Comparison to Jaccard

GP24 Comparison to Ochiai

GP24 Comparison to Op1

GP24 Comparison to Op2

GP24 Comparison to Tarantula

GP24 Comparison to Wong1

GP24 Comparison to Wong2

GP24 Comparison to Wong3

GP25

Raw formula from GP

\[(\frac{\sqrt{e_f }}{\sqrt{(e_p - n_p )}} + (\frac{n_p }{(e_f - n_p )} + (\sqrt{n_p } + e_f e_f )))\]

Refined Formula

\[e_f^2+\sqrt{n_p}+\frac{\sqrt{e_f}}{\sqrt{|e_p-n_p|}}+\frac{n_p}{(e_f-n_p)}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.40812.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_411.37611.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.40812.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.5921.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_213.72614.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_42.31313.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_58.23610.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_813.2699.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_213.2699.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.18416.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_429.47429.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_14.5150.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_48.2477.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_28.2477.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_114.42399.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.67999.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_878.78010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_626.97925.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.8210.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_TW_31.1730.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_TW_19.78413.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.5952.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1755.2644.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_1928.5460.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.7830.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP25 Comparison to AMPLE

GP25 Comparison to Jaccard

GP25 Comparison to Ochiai

GP25 Comparison to Op1

GP25 Comparison to Op2

GP25 Comparison to Tarantula

GP25 Comparison to Wong1

GP25 Comparison to Wong2

GP25 Comparison to Wong3

GP26

Raw formula from GP

\[(((e_f e_f + \sqrt{n_p }) + (n_p - n_p )) + e_f e_f )\]

Refined Formula

\[2e_f^2+\sqrt{n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_119.83519.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_411.58311.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_214.99714.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_429.50029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_JR_119.77319.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_17.28999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_63.01899.9703.01835.7980.0300.0301.3583.2600.0303.018
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP26 Comparison to AMPLE

GP26 Comparison to Jaccard

GP26 Comparison to Ochiai

GP26 Comparison to Op1

GP26 Comparison to Op2

GP26 Comparison to Tarantula

GP26 Comparison to Wong1

GP26 Comparison to Wong2

GP26 Comparison to Wong3

GP27

Raw formula from GP

\[\sqrt{(n_p n_f - e_f )} \frac{n_p }{(e_f + n_p n_f )} \]

Refined Formula

\[\frac{n_p\sqrt{(n_pn_f-e_f)}}{e_f+n_pn_f}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.90912.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_311.84810.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_HD_128.61819.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_418.56811.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_699.97113.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_JR_212.90912.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_299.97514.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_416.11613.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_525.67410.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_89.4059.4059.40539.4769.4059.40534.90122.4969.4059.405
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_499.97529.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_322.90019.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_122.90019.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.59199.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_810.14010.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_60.03099.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP27 Comparison to AMPLE

GP27 Comparison to Jaccard

GP27 Comparison to Ochiai

GP27 Comparison to Op1

GP27 Comparison to Op2

GP27 Comparison to Tarantula

GP27 Comparison to Wong1

GP27 Comparison to Wong2

GP27 Comparison to Wong3

GP28

Raw formula from GP

\[((\frac{e_f }{e_f } + \sqrt{n_p }) + e_f ) e_f \]

Refined Formula

\[e_f(e_f+\sqrt{n_p}+1)\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_616.23914.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_121.75119.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_412.55511.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_614.20613.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_40.2360.2360.2360.1180.2360.23612.31924.4920.2360.236
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_235.71414.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.57413.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2704.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_320.10716.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_431.63229.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex3F_JR_51.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_JR_119.87419.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_47.7187.7187.71897.6297.8187.71840.7069.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_14.43599.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_33.70499.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_60.03099.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip2F_KL_117.84617.84617.8464.88519.64117.99620.98721.58518.04617.846
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip2F_KL_819.79119.79119.7913.49021.33619.89021.18623.52919.99019.791
gzip4F_KL_14.1754.1754.17552.3784.1754.1754.1759.2494.1754.175
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP28 Comparison to AMPLE

GP28 Comparison to Jaccard

GP28 Comparison to Ochiai

GP28 Comparison to Op1

GP28 Comparison to Op2

GP28 Comparison to Tarantula

GP28 Comparison to Wong1

GP28 Comparison to Wong2

GP28 Comparison to Wong3

GP29

Raw formula from GP

\[(((e_f e_f + n_p e_f ) + (e_f + e_f ) (e_f + e_f ) ) + \sqrt{n_p e_f } \frac{(e_f - n_p )}{(e_p - n_p )} )\]

Refined Formula

\[e_f(2e_f^2+e_f+ n_p)+\frac{(e_f-n_p)\sqrt{n_pe_f}}{e_p-n_p}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_112.87912.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_AA_311.55310.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_624.05014.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_121.92719.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_416.23911.58311.58335.19040.14118.50925.99527.96976.74611.583
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.87912.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_239.60314.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_40.43213.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_58.23610.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_20.4580.4580.45876.2840.4580.4582.05932.6890.4580.458
flex2F_HD_423.66511.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_JR_29.4059.4059.4053.5849.4059.40534.90122.4969.4059.405
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_64.2964.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_320.36016.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_AA_433.46029.50029.50011.39999.97541.10255.39529.50099.64529.500
flex3F_AA_53.1483.1483.14820.7163.1483.1483.52930.1353.1483.148
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_23.1483.1483.14822.4683.1483.1483.52930.1353.1483.148
flex3F_JR_51.2441.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_120.12619.77319.77333.11536.49422.79938.86534.42683.22819.773
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_AA_48.7777.7187.71897.6297.8187.71840.7069.1557.7187.718
flex5F_JR_28.7777.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep2F_DG_112.46999.9697.2894.3739.2129.58424.75215.41680.5217.289
grep3F_DG_22.61199.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_819.18610.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_60.03099.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.9060.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_221.99421.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_103.3433.3433.34385.1613.3433.3433.34311.2023.3433.343
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip4F_KP_33.0133.0133.01356.1313.0133.0133.0138.8273.0133.013
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_213.94913.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_KL_80.9030.9030.90377.3710.9030.9030.90329.9550.9030.903
gzip5F_TW_16.87413.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.5952.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1918.8440.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed4F_KRM_21.1970.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_11.2010.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_101.5341.5341.53439.96013.4091.6681.6685.40448.6991.534
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP29 Comparison to AMPLE

GP29 Comparison to Jaccard

GP29 Comparison to Ochiai

GP29 Comparison to Op1

GP29 Comparison to Op2

GP29 Comparison to Tarantula

GP29 Comparison to Wong1

GP29 Comparison to Wong2

GP29 Comparison to Wong3

GP30

Raw formula from GP

\[\sqrt{(\frac{(n_f - n_p )}{(e_f + n_f )} - e_f )}\]

Refined Formula

\[\sqrt{|e_f-\frac{n_f-n_p}{e_f+n_f}|}\]

Complete Results

ProgramVersionFaultGPOp1Op2OchiaiAMPLEJaccardTarantulaWong1Wong2Wong3
flex1F_AA_23.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_AA_310.61010.61010.6109.57930.82811.61225.64124.52111.84810.610
flex1F_AA_617.65414.35314.35327.70441.02617.91921.01430.09184.11414.500
flex1F_HD_119.86419.83519.83510.16841.05525.40541.70435.33782.72919.835
flex1F_HD_33.5663.5663.56622.4873.5663.5663.94932.2723.5663.566
flex1F_HD_50.4130.4130.4133.3300.4130.4137.69231.0640.4130.413
flex1F_HD_613.88213.88213.88240.05399.97126.82081.31413.88226.82013.882
flex1F_HD_70.6480.6480.64875.0070.7370.7371.53327.4090.7370.648
flex1F_JR_212.52612.52612.52656.67622.84112.90958.17924.22612.90912.526
flex1F_JR_30.0000.0000.00027.5570.0000.00015.47330.4160.0000.000
flex1F_JR_51.0321.0321.03224.2851.0321.0322.03436.9581.0321.032
flex1F_JR_60.0290.0290.02923.8730.0290.02914.38324.2850.0290.029
flex2F_AA_289.45114.99714.9975.82199.97530.45230.45214.99799.97514.997
flex2F_AA_31.0931.0931.09311.4391.0931.0931.0932.0841.0931.093
flex2F_AA_413.49813.49813.49887.18930.37615.73553.27922.82715.88713.574
flex2F_AA_510.65110.65110.65174.02142.40014.20967.41211.71823.71610.651
flex2F_HD_411.94711.94711.94743.13721.58112.37947.50922.82712.48112.023
flex2F_HD_60.1270.1270.12723.4880.1270.1271.47432.5620.1270.127
flex2F_HD_70.0000.0000.0001.1690.0000.0000.00036.2230.0000.000
flex2F_JR_11.0931.0931.09338.0781.0931.0931.44924.9361.0931.093
flex2F_JR_30.3560.3560.35671.0980.3560.35610.98122.8770.3560.356
flex2F_JR_51.0931.0931.09339.8071.0931.0931.44924.9361.0931.093
flex2F_JR_633.2234.2704.2706.3804.2704.2704.27054.70333.91028.444
flex3F_AA_384.64116.65416.65434.80648.97219.42119.42131.98884.64141.153
flex3F_HD_63.1483.1483.14810.8913.1483.1483.52930.1353.1483.148
flex3F_JR_31.2191.2191.21913.8111.2191.2191.52345.2651.2191.219
flex4F_AA_10.1260.1260.12624.4390.1260.1263.70729.6850.1260.126
flex4F_AA_21.2361.2361.23623.8081.2361.2361.89234.4261.2361.236
flex4F_AA_319.77319.77319.77334.95636.49422.79938.86534.42683.22819.773
flex4F_AA_70.0500.0500.05031.5760.0500.0503.96022.3460.0500.050
flex4F_HD_50.0500.0500.05025.7000.0500.0503.48024.6910.0500.050
flex4F_JR_20.0760.0760.07625.6750.0760.0761.58933.1150.0760.076
flex4F_JR_30.0500.0500.05024.0610.0500.0503.48024.6910.0500.050
flex4F_JR_40.3530.3530.3530.3530.3530.35311.32422.4970.3530.353
flex5F_JR_27.7187.7187.71894.4517.7187.71877.1759.1557.7187.718
grep1F_DG_44.6784.6784.67836.3224.6785.2318.80419.75374.2694.678
grep1F_KP_22.3392.3392.33997.6612.3392.33957.9602.8592.3392.339
grep3F_DG_25.49599.9705.4952.8542.6112.61118.09413.5402.6115.495
grep3F_DG_36.58899.9706.5883.8254.1894.18922.16214.5425.1616.588
grep3F_DG_888.25110.14010.1408.62210.71610.99010.99021.06988.52552.914
grep3F_KP_32.2472.2472.24760.7773.3092.24720.6132.8542.2472.247
grep3F_KP_70.0300.0300.0303.5220.0300.0300.03021.0990.0300.030
grep4F_DG_30.3320.3320.33224.3890.3320.3320.48321.0080.3320.332
grep4F_KP_60.03099.9703.01835.7980.0300.0301.3583.2600.0303.018
grep4F_KP_80.8750.8750.87521.3700.8750.8752.65616.3900.8750.875
gzip1F_KL_267.03821.99421.99429.44321.99421.99421.99428.91567.03858.886
gzip1F_KL_625.33725.33725.33799.94125.98225.51325.51329.85395.42525.337
gzip1F_KP_13.4023.4023.40226.9793.4023.4025.1619.9123.4023.402
gzip1F_KP_110.1760.1760.17687.1550.3520.17629.8534.0470.1760.176
gzip1F_KP_90.9970.9970.99741.7600.9970.9970.99734.7800.9970.997
gzip1F_TW_30.9380.9380.93832.0820.9380.9384.2235.8650.9380.938
gzip2F_KL_31.0971.0971.09723.3801.0971.0972.99124.7262.6421.097
gzip4F_KL_810.88810.88810.8880.31710.88810.88812.31517.70610.88810.888
gzip5F_KL_110.48710.48710.48719.92010.48710.48711.94217.21010.48710.487
gzip5F_KL_264.97713.94913.94957.50113.94915.00315.00318.51565.07847.566
gzip5F_KL_40.5020.5020.50264.6260.5020.5020.5028.93133.31733.317
gzip5F_TW_113.19613.19613.1965.46915.10313.29717.36121.22413.39713.196
sed2F_AG_122.4772.4772.47770.1562.4772.4776.28144.1762.4772.477
sed2F_AG_1757.7414.7774.7774.3644.9254.7774.77746.85957.74139.929
sed2F_AG_190.4130.4130.41310.7930.4720.4728.90633.6180.4720.413
sed2F_AG_20.2360.2360.2369.1120.2360.2360.3544.9540.2360.236
sed2F_AG_2028.87128.87128.87113.03530.05029.10643.14433.64829.13628.871
sed3F_AG_110.4610.4610.46150.7140.4610.4616.40324.5510.4610.461
sed3F_AG_150.1380.1380.13846.9370.1380.1842.67219.1160.1840.138
sed3F_AG_171.1051.1051.10518.1481.1051.1053.04019.0231.1051.105
sed3F_AG_180.1380.1380.1387.3700.1380.1380.13813.1280.1380.138
sed3F_AG_50.7370.7370.7371.8428.1070.7370.8293.59356.6100.737
sed3F_AG_60.7370.7370.7376.0800.7370.7371.10530.3550.7370.737
sed4F_KRM_20.0460.0460.04612.0630.0460.0460.04629.9260.0460.046
sed5F_KRM_10.6670.6670.6677.2720.6671.0673.2692.8691.0670.667
sed5F_KRM_20.0000.0000.0003.3360.0000.0003.7364.2030.0000.000
sed5F_KRM_80.7340.7340.73427.0850.7340.7341.06717.2780.7340.734

GP30 Comparison to AMPLE

GP30 Comparison to Jaccard

GP30 Comparison to Ochiai

GP30 Comparison to Op1

GP30 Comparison to Op2

GP30 Comparison to Tarantula

GP30 Comparison to Wong1

GP30 Comparison to Wong2

GP30 Comparison to Wong3