MATRIXLAB·MULTIVERSE

20 packages · AD added

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TeNPy · /code/tenpy/

CodeUniverse · package

TeNPy

many-Schmidt-probability entropy sensitivities

AD speed-up on the same differentiation workload (against finite differences) Speed-up: 88.1×

High-dimensional demo

many-Schmidt-probability entropy sensitivities

Supplied demo scenario wording.

FD components requested 1 – 256 · AD components 1024

View demo measurements
TeNPy · High-dimensional demo
MeasureValue
AD median (s)0.00003208301495760679
FD median (s)0.0028249170864000916
FD / AD88.05023748961324
Max scaled error1.2166478350617355e-9
AD components1024
FD components requested256
AD parameters256
Repeats9
Gradient cost by requested FD components
FD components requestedAD median (s)FD median (s)FD / ADMax scaled errorAD components
110240.000037583988159894940.0000122089404612779620.324844197197408048.883344886132159e-11
210240.000032874988391995430.0000224169343709945680.68188417600940538.883344886132159e-11
410240.000033166026696562770.000045540975406765941.3731212310543576.539448583332567e-10
810240.0000325420405715703960.000090249930508434772.77333347642862771.0390706797270653e-9
1610240.0000325409928336739540.00017641694284975535.4213755478043111.0390706797270653e-9
3210240.00003274995833635330.0003597500035539269410.984746907436371.0390706797270653e-9
6410240.000032583018764853480.000692958012223243721.267458893978261.0451233819453644e-9
12810240.0000323749845847487450.001362583017908036742.0875263844889741.1850235511564225e-9
25610240.000032083014957606790.002824917086400091688.050237489613241.2166478350617355e-9