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Loops Index

Colums Filter

Level Coverage m1o1 (%) Coverage m1o2 (%) Coverage m1o4 (%) Coverage m1o8 (%) Coverage m1o16 (%) Coverage m1o26 (%) Coverage m1o52 (%) Max Time Over Threads m1o1 (s) Max Time Over Threads m1o2 (s) Max Time Over Threads m1o4 (s) Max Time Over Threads m1o8 (s) Max Time Over Threads m1o16 (s) Max Time Over Threads m1o26 (s) Max Time Over Threads m1o52 (s) Time w.r.t. Wall Time m1o1 (s) Time w.r.t. Wall Time m1o2 (s) Time w.r.t. Wall Time m1o4 (s) Time w.r.t. Wall Time m1o8 (s) Time w.r.t. Wall Time m1o16 (s) Time w.r.t. Wall Time m1o26 (s) Time w.r.t. Wall Time m1o52 (s) Nb Threads m1o1 Nb Threads m1o2 Nb Threads m1o4 Nb Threads m1o8 Nb Threads m1o16 Nb Threads m1o26 Nb Threads m1o52 Vectorization Ratio (%) Vector Length Use (%) Speedup If No Scalar Integer Speedup If FP Vectorized Speedup If Fully Vectorized Speedup If Perfect Load Balancing m1o1 Speedup If Perfect Load Balancing m1o2 Speedup If Perfect Load Balancing m1o4 Speedup If Perfect Load Balancing m1o8 Speedup If Perfect Load Balancing m1o16 Speedup If Perfect Load Balancing m1o26 Speedup If Perfect Load Balancing m1o52 Stride 0 Stride 1 Stride n Stride Unknown Stride Indirect (m1o1) Efficiency (m1o1) Potential Speed-Up (%) (m1o2) Efficiency (m1o2) Potential Speed-Up (%) (m1o4) Efficiency (m1o4) Potential Speed-Up (%) (m1o8) Efficiency (m1o8) Potential Speed-Up (%) (m1o16) Efficiency (m1o16) Potential Speed-Up (%) (m1o26) Efficiency (m1o26) Potential Speed-Up (%) (m1o52) Efficiency (m1o52) Potential Speed-Up (%)
Loop idSource LocationSource FunctionLevelCoverage m1o1 (%)Coverage m1o2 (%)Coverage m1o4 (%)Coverage m1o8 (%)Coverage m1o16 (%)Coverage m1o26 (%)Coverage m1o52 (%)Max Time Over Threads m1o1 (s)Max Time Over Threads m1o2 (s)Max Time Over Threads m1o4 (s)Max Time Over Threads m1o8 (s)Max Time Over Threads m1o16 (s)Max Time Over Threads m1o26 (s)Max Time Over Threads m1o52 (s)Time w.r.t. Wall Time m1o1 (s)Time w.r.t. Wall Time m1o2 (s)Time w.r.t. Wall Time m1o4 (s)Time w.r.t. Wall Time m1o8 (s)Time w.r.t. Wall Time m1o16 (s)Time w.r.t. Wall Time m1o26 (s)Time w.r.t. Wall Time m1o52 (s)Nb Threads m1o1Nb Threads m1o2Nb Threads m1o4Nb Threads m1o8Nb Threads m1o16Nb Threads m1o26Nb Threads m1o52Vectorization Ratio (%)Vector Length Use (%)Speedup If No Scalar IntegerSpeedup If FP VectorizedSpeedup If Fully VectorizedSpeedup If Perfect Load Balancing m1o1Speedup If Perfect Load Balancing m1o2Speedup If Perfect Load Balancing m1o4Speedup If Perfect Load Balancing m1o8Speedup If Perfect Load Balancing m1o16Speedup If Perfect Load Balancing m1o26Speedup If Perfect Load Balancing m1o52Stride 0Stride 1Stride nStride UnknownStride Indirect(m1o1) Efficiency(m1o1) Potential Speed-Up (%)(m1o2) Efficiency(m1o2) Potential Speed-Up (%)(m1o4) Efficiency(m1o4) Potential Speed-Up (%)(m1o8) Efficiency(m1o8) Potential Speed-Up (%)(m1o16) Efficiency(m1o16) Potential Speed-Up (%)(m1o26) Efficiency(m1o26) Potential Speed-Up (%)(m1o52) Efficiency(m1o52) Potential Speed-Up (%)
100libqmckl.so.0.0.0 - qmckl_mo.c:1329-1334qmckl_compute_mo_basis_mo_vgl_hpcInnermost52.6651.4148.9547.1844.5240.6932.5110.144.862.461.250.640.40.2210.144.842.451.210.60.370.2112481626521005011.61211.011.011.031.071.081.1609000101.0501.0301.0501.0601.0500.932.32
46libqmckl.so.0.0.0 - qmckl_mo.c:984-987qmckl_compute_mo_basis_mo_value_hpcInnermost21.8420.1819.3818.5317.0516.5514.044.21.90.980.50.240.170.14.21.90.970.480.230.150.0912481626521005011.282111.011.061.041.131.2509000101.1101.0801.0901.1401.0800.91.44
35bench_mos - __intel_avx_rep_memsetSingle4.084.314.314.324.694.346.690.780.420.290.190.090.050.070.780.410.220.110.060.040.0412481626521005011211.021.321.731.51.251.7501000100.950.210.890.490.890.490.810.880.751.080.384.18
177libqmckl.so.0.0.0 - qmckl_ao.c:2433-3618 [...]qmckl_compute_ao_vgl_hpc_gaussianInBetween2.672.642.482.591.932.152.020.510.290.130.080.040.050.030.510.250.120.070.030.020.01124816264829.1221.191.51.025.1111.161.081.141.332.53NANANANANA101.0201.0600.910.231.0600.980.040.980.04
102libqmckl.so.0.0.0 - qmckl_mo.c:1281-1288qmckl_compute_mo_basis_mo_vgl_hpcInnermost2.392.322.22.172.1621.840.460.220.130.090.070.040.040.460.220.110.060.030.020.0112481626457540.631.0512.18111.181.52.33240.52.50.520.5101.0501.0500.960.090.960.090.880.230.880.21
178libqmckl.so.0.0.0 - qmckl_ao.c:3503-3618 [...]qmckl_compute_ao_vgl_hpc_gaussianInBetween21.861.651.591.831.561.210.380.180.10.060.040.030.020.380.180.080.040.020.010.01124816254337.9625.691.921.846.0311.061.251.5232NANANANANA101.0601.1901.1901.1901.4600.730.33
99libqmckl.so.0.0.0 - qmckl_mo.c:1295-1334qmckl_compute_mo_basis_mo_vgl_hpcInBetween1.871.861.831.731.551.541.350.360.210.10.070.050.040.030.360.180.090.040.020.010.01124816234133.6225.111.171.174.611.171.111.752.523NANANANANA1010101.1301.1301.3800.690.42
247libqmckl.so.0.0.0 - qmckl_ao.c:2433-2999 [...]qmckl_compute_ao_value_hpc_gaussianInBetween1.821.571.531.641.651.50.990.350.160.080.060.030.020.020.350.150.080.040.020.010.01124816263729.7521.191.351.045.1811.0711.51.522NANANANANA101.1701.0901.0901.0901.3500.670.32
97libqmckl.so.0.0.0 - qmckl_mo.c:1349-1354qmckl_compute_mo_basis_mo_vgl_hpcInnermost1.171.461.231.561.321.370.980.220.150.080.050.040.040.020.220.140.060.040.020.010.0112481625361005011211.071.331.2524206000100.790.310.920.10.690.490.690.410.850.210.420.57
50libqmckl.so.0.0.0 - qmckl_mo.c:952-955qmckl_compute_mo_basis_mo_value_hpcInnermost0.930.560.530.930.560.550.620.180.050.050.040.020.020.010.180.050.030.020.010.010124811172762.533.59112111.672221NANANANANA101.801.501.1301.1300.690.1710
47libqmckl.so.0.0.0 - qmckl_mo.c:984-987qmckl_compute_mo_basis_mo_value_hpcInnermost0.621.120.930.810.810.630.550.120.110.050.030.020.020.010.120.110.050.020.010.01012481618251005011.33211.111.522109000100.550.510.60.370.750.20.750.20.460.3410
182libqmckl.so.0.0.0 - qmckl_ao.c:3486-3493qmckl_compute_ao_vgl_hpc_gaussianInnermost0.620.610.380.590.860.480.390.120.060.030.020.020.010.010.120.060.020.020.010012481515207540.631.151.333.33111.522111200110101.500.750.150.750.211010
248libqmckl.so.0.0.0 - qmckl_ao.c:2953-2999 [...]qmckl_compute_ao_value_hpc_gaussianInBetween0.570.430.480.370.720.510.340.110.040.030.020.020.020.010.110.040.020.010.0100124613152011.8614.653.191.279.71111.52221NANANANANA101.3801.3801.3800.690.221010
181libqmckl.so.0.0.0 - qmckl_ao.c:3477-3493qmckl_compute_ao_vgl_hpc_gaussianInBetween0.520.770.680.460.420.510.390.10.070.050.030.020.010.010.10.070.030.010.0100124811151828.1521.711.5813.93111.67321110.33030.67100.710.220.830.111.2500.630.161010
253libqmckl.so.0.0.0 - qmckl_ao.c:2938-2998 [...]qmckl_compute_ao_value_hpc_gaussianInBetween0.490.480.630.590.560.480.340.090.050.040.030.020.010.010.090.050.030.020.0100124815141709.823.75110.91111.333211NANANANANA100.90.050.750.160.560.260.560.251010
45libqmckl.so.0.0.0 - qmckl_mo.c:962-987qmckl_compute_mo_basis_mo_value_hpcInBetween0.360.720.630.590.440.530.420.070.080.040.020.020.010.010.070.070.030.020.0100124812192032.8624.821.331.335.4211.141.332211NANANANANA100.50.360.580.260.440.330.440.251010
261libqmckl.so.0.0.0 - qmckl_ao.c:2893-2897qmckl_compute_ao_value_hpc_gaussianInnermost0.360.450.40.240.320.290.180.070.050.030.010.010.010.010.070.040.020.01000124611129012.51.132.25811.251.5111102000100.880.060.880.050.880.03101010
190libqmckl.so.0.0.0 - qmckl_ao.c:3415-3419qmckl_compute_ao_vgl_hpc_gaussianInnermost0.340.430.350.340.230.170.080.060.050.030.010.010.0100.060.040.020.010001248875012.51.132.25811.251.5111002000100.750.110.750.090.750.09101010
43libqmckl.so.0.0.0 - qmckl_mo.c:998-999qmckl_compute_mo_basis_mo_value_hpcInnermost0.340.40.530.610.60.380.230.060.040.030.030.020.010.010.060.040.030.020.01001248141213100501121111.521102000100.750.10.50.270.380.380.380.381010
33bench_mos - __intel_avx_rep_memcpySingle0.310.320.30.320.30.270.20.060.060.060.060.060.070.060.060.030.020.0100011111111005011211111110002010100.750.070.750.08101010
183libqmckl.so.0.0.0 - qmckl_ao.c:3464-3470qmckl_compute_ao_vgl_hpc_gaussianInnermost0.210.290.30.290.190.210.10.040.040.030.020.020.0100.040.030.020.0100012466967.1413.391.061.137.5811.331.5221012010100.670.10.50.150.50.14101010
254libqmckl.so.0.0.0 - qmckl_ao.c:2942-2945qmckl_compute_ao_value_hpc_gaussianInnermost0.180.350.250.270.370.320.280.040.040.020.010.020.010.010.040.030.010.010.0100124791216011.251.442.1411.8711.332121120103100.670.12100.50.140.250.281010
263libqmckl.so.0.0.0 - qmckl_ao.c:2666-2698qmckl_compute_ao_value_hpc_gaussianInBetween0.160.080.0800.090.0400.030.010.010.0100.030.010001234222.2213.542.882.8813.43110000025320101.50101010
39libqmckl.so.0.0.0 - qmckl_mo.c:942-1002 [...]qmckl_compute_mo_basis_mo_value_hpcOutermost0.130.130.10.020.020.060.080.020.010.010000.010.020.010.010000122113514.8116.442.8819.661110000NANANANANA10100.50.0510101010
94libqmckl.so.0.0.0 - qmckl_mo.c:1265-1354 [...]qmckl_compute_mo_basis_mo_vgl_hpcOutermost0.130.210.10.170.140.130.080.020.030.010.010.01000.020.020.010000124556526.5322.193.6816.3211.501100NANANANANA100.50.10.50.0510101010
192libqmckl.so.0.0.0 - qmckl_ao.c:2666-2698qmckl_compute_ao_vgl_hpc_gaussianInBetween0.10.08000.070.080.020.020.0100.0100.020.010001134122.2213.542.882.8813.431100000212601010101010
191libqmckl.so.0.0.0 - qmckl_ao.c:2669-2695qmckl_compute_ao_vgl_hpc_gaussianInnermost0.080.160.150.050.070.040.130.010.030.01000.010.010.010.020.010000122231712.913.511.181.259.4111.51001118001100.250.120.250.1110101010
262libqmckl.so.0.0.0 - qmckl_ao.c:2669-2695qmckl_compute_ao_value_hpc_gaussianInnermost0.080.050.150.320.160.130.050.0100.010.010.01000.010.010.010.01000123856312.913.511.181.259.41101110018001100.50.030.250.110.130.28101010
34bench_mos - __intel_avx_rep_memcpySingle0.050.050.050.050.050.020.030.010.010.010.010.0100.010.010.0100000111111110050112111110102000100.50.031010101010
245libqmckl.so.0.0.0 - qmckl_ao.c:2433-2999 [...]qmckl_compute_ao_value_hpc_gaussianInBetween0.050.080.050.050.160.080.10.010.010.010.010.01000.010.0100000121164620152.6417.771111100NANANANANA100.50.041010101010
184libqmckl.so.0.0.0 - qmckl_ao.c:3464-3470qmckl_compute_ao_vgl_hpc_gaussianInnermost0.050.030.030.10.0500.030.01000.01000.010000011122281.437.791.011.232.84100100012200101010101010
197libqmckl.so.0.0.0 - qmckl_ao.c:2625-2628qmckl_compute_ao_vgl_hpc_gaussianInnermost0.05000.020.02000.01000.0100111012.511.338100000003000101010
193libqmckl.so.0.0.0 - qmckl_ao.c:2663-2700qmckl_compute_ao_vgl_hpc_gaussianInBetween0.050000.02000.010.010.010111011.881.519.61000100131601010
189libqmckl.so.0.0.0 - qmckl_ao.c:3428-3429qmckl_compute_ao_vgl_hpc_gaussianInnermost0.0300.030000.0500000011310044.441.1712.91000000011100101010
250libqmckl.so.0.0.0 - qmckl_ao.c:2998-2999qmckl_compute_ao_value_hpc_gaussianInnermost0.03000000001100501.131.6200000000300010
176libqmckl.so.0.0.0 - qmckl_ao.c:2433-3618 [...]qmckl_compute_ao_vgl_hpc_gaussianOutermost0.030.130.080.10.210.130.3400.020.0100.010.010.0100.0100000112465189.0913.643.517.80110111NANANANANA1000.131010101010
95libqmckl.so.0.0.0 - qmckl_mo.c:1338-1354qmckl_compute_mo_basis_mo_vgl_hpcInBetween0.030.080.050.050.090.02000.01000.01000.0100001222412.9413.422.27112.120100000NANANANANA1000.0810101010
260libqmckl.so.0.0.0 - qmckl_ao.c:2906-2907qmckl_compute_ao_value_hpc_gaussianInnermost0.030.0800.070.070.040.0300.01000000.010000123322100501.6120100000120001000.0810101010
49libqmckl.so.0.0.0 - qmckl_mo.c:952-955qmckl_compute_mo_basis_mo_value_hpcInnermost0.03000000.0200001185.7143.751.0812000000000.50.5101010
40libqmckl.so.0.0.0 - qmckl_mo.c:946-999 [...]qmckl_compute_mo_basis_mo_value_hpcInBetween0.0300.13000.040.0300.010.01000.01001322011.512.25112.710010000NANANANANA1000.131010
202libqmckl.so.0.0.0 - qmckl_ao.c:3304-3309qmckl_compute_ao_vgl_hpc_gaussianInnermost0000000.02001010.831.41111.14000000001001.3310
204libqmckl.so.0.0.0 - qmckl_ao.c:3304-3308qmckl_compute_ao_vgl_hpc_gaussianInnermost0000.070.020.230.16000.010000031111091.3746.761.3612.3600000002003.25010101010
275libqmckl.so.0.0.0 - qmckl_ao.c:2803-2807qmckl_compute_ao_value_hpc_gaussianInnermost0000.0200.110.0500000015391.3746.761.3612.3600000002003.250101010
179libqmckl.so.0.0.0 - qmckl_ao.c:3610-3618qmckl_compute_ao_vgl_hpc_gaussianInnermost00000.02000011005011.732000000001100010
276libqmckl.so.0.0.0 - qmckl_ao.c:2803-2808qmckl_compute_ao_value_hpc_gaussianInnermost0000.02000001010.831.32110.92000000002.3300010
272libqmckl.so.0.0.0 - qmckl_ao.c:2801-2811qmckl_compute_ao_value_hpc_gaussianInBetween0000000.050.01035.2611.845112.310000000NANANANANA10
203libqmckl.so.0.0.0 - qmckl_ao.c:3304-3308qmckl_compute_ao_vgl_hpc_gaussianInnermost0000.0500.060.0200000023179.1734.91.2913.45000000010020101010
41libqmckl.so.0.0.0 - qmckl_mo.c:998-999qmckl_compute_mo_basis_mo_value_hpcInnermost00.050.030.0200.0200.010000.010001111012.511.5801000000200010101010
205libqmckl.so.0.0.0 - qmckl_ao.c:3304-3309qmckl_compute_ao_vgl_hpc_gaussianInnermost000000.040.07000024010.831.32110.92000000002.330001010
268libqmckl.so.0.0.0 - qmckl_ao.c:2625-2628qmckl_compute_ao_value_hpc_gaussianInnermost0000.02000001012.511.33800000000300010
265libqmckl.so.0.0.0 - qmckl_ao.c:2632-2633qmckl_compute_ao_value_hpc_gaussianInnermost000.030000001012.511800000000100010
44libqmckl.so.0.0.0 - qmckl_mo.c:998-999qmckl_compute_mo_basis_mo_value_hpcInnermost00.050.080.0200000.0100.0100221012.511.58001000002000101010
264libqmckl.so.0.0.0 - qmckl_ao.c:2663-2700qmckl_compute_ao_value_hpc_gaussianInBetween00000.020.02000.01001111.1111.811.251100000010240601010
8libqmckl.so.0.0.0 - qmckl_mo.c:169-170qmckl_finalize_mo_basisInnermost0000.0200000133.3316.671.3317.1100000000102010
201libqmckl.so.0.0.0 - qmckl_ao.c:3302-3312qmckl_compute_ao_vgl_hpc_gaussianInBetween000000.0600035.2611.845112.310000000NANANANANA10
274libqmckl.so.0.0.0 - qmckl_ao.c:2803-2807qmckl_compute_ao_value_hpc_gaussianInnermost0000000.050.010279.1734.91.2913.4500000011002010
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