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Copy pathchiN-single.171892.out
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chiN-single.171892.out
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Following values are constant for all integrations.
========================================================
depth = 3
sigma_multiplication = 100
num_trials = 10
available_GPU = [0]
kxi = - math.pi / a
kxf = math.pi / a
kyi = - math.pi / a
kyf = math.pi / a
========================================================
16 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.1 : 1.0259763533207147 with error: 0.004194131549243869
================================================================
Computed in 6271.697345733643 seconds.
================================================================
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.3 : 0.8800191954369948 with error: 0.0015316080440039561
================================================================
Computed in 371.1949665546417 seconds.
================================================================
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.4 : 0.9228319836807302 with error: 0.013623235128623517
================================================================
Computed in 371.3228223323822 seconds.
================================================================
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.45 : 0.867214018183472 with error: 0.006641627342377661
================================================================
Computed in 371.03047132492065 seconds.
================================================================
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.55 : 0.820928278824911 with error: 0.003930478222642687
================================================================
Computed in 372.92247676849365 seconds.
================================================================
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.7 : 0.43461135961531683 with error: 0.0008310246921053282
================================================================
Computed in 373.03704738616943 seconds.
================================================================
16 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
0 hypercube(s) need(s) to be recalculated, to save time, try drastically increasing sigma_multiplication.
Result for qx = 0.9 : 0.16345302288902522 with error: 0.002606596937519243
================================================================
Computed in 6296.149298667908 seconds.
================================================================
================================================================
All values in csv format:
0.100, 1.02597635E+00, 4.194E-03, 6.272E+03
0.300, 8.80019195E-01, 1.532E-03, 3.712E+02
0.400, 9.22831984E-01, 1.362E-02, 3.713E+02
0.450, 8.67214018E-01, 6.642E-03, 3.710E+02
0.550, 8.20928279E-01, 3.930E-03, 3.729E+02
0.700, 4.34611360E-01, 8.310E-04, 3.730E+02
0.900, 1.63453023E-01, 2.607E-03, 6.296E+03
================================================================
Process completed successfully!
Total time is 14427.72805404663 seconds.