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julia-rel 96300 bjohnson txt REG 14,4 324108 1139085099 /Users/bjohnson/src/julia/usr/bin/julia-release-readline | |
julia-rel 96300 bjohnson txt REG 14,4 13883724 1139084854 /Users/bjohnson/src/julia/usr/lib/libjulia-release.dylib | |
julia-rel 96300 bjohnson txt REG 14,4 27232 1139060250 /Users/bjohnson/src/julia/usr/lib/librandom.dylib | |
julia-rel 96300 bjohnson txt REG 14,4 35328 277367858 /usr/X11/lib/libxcb-shm.0.dylib | |
julia-rel 96300 bjohnson txt REG 14,4 26016 277367828 /usr/X11/lib/libX11-xcb.1.dylib | |
julia-rel 96300 bjohnson txt REG 14,4 43968 277367830 /usr/X11/lib/libXau.6.dylib | |
julia-rel 96300 bjohnson txt REG 14,4 76272 277367853 /usr/X11/lib/libxcb-render.0.dylib | |
julia-rel 96300 bjohnson txt REG 14,4 15008 1132371938 /usr/local/Cellar/glib/2.34.2/lib/libgmodule-2.0.0.dylib | |
julia-rel 96300 bjohnson txt REG |
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require("profile") | |
using Profile | |
@profile begin | |
function expm_eigen(A::Matrix{Complex128}, t) | |
#Calculates expm(t*A) via eigenvalue decomposition and assuming Hermitian matrix | |
D, V = eig(A, true) | |
# V * diagm(exp(t*D)) * V' | |
return diagmm(V, exp(t*D)) * V' |
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aps = deviceDrivers.APS(); | |
aps.connect(0); | |
aps.init(); | |
% configure the APS | |
% set up channel 1 | |
aps.setAmplitude(1, 1.0); | |
aps.setOffset(1, 0); | |
aps.setEnabled(1, true); | |
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function expm_eigen(A::Matrix, t) | |
#Calculates expm(t*A) via eigenvalue decomposition and assuming Hermitian matrix | |
F = eigfact(Hermitian(A)) | |
# V * diagm(exp(t*D)) * V' | |
return scale(F[:vectors], exp(t*F[:values])) * F[:vectors]' | |
end | |
function evolution_unitary(Hnat::Matrix{Complex128}, controlHams::Array{Complex128, 3}, controlFields::Matrix{Float64}, controlFreqs::Vector{Float64}) |
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all: test test2 test3 test4 test5 | |
JULIADIR = /Users/bjohnson/src/julia | |
JULIALIB = $(JULIADIR)/usr/lib | |
OPENBLASDIR = $(JULIADIR)/deps/openblas-develop | |
# LDFLAGS = -Wl,-no_compact_unwind | |
LDFLAGS = | |
test: unwind.c | |
clang -g -DAPPLEBLAS -framework vecLib -lblas $(LDFLAGS) unwind.c -o test |
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function expm_eigen(A::Matrix, t) | |
#Calculates expm(t*A) via eigenvalue decomposition and assuming Hermitian matrix | |
F = eigfact(Hermitian(A)) | |
# V * diagm(exp(t*D)) * V' | |
return scale(F[:vectors], exp(t*F[:values])) * F[:vectors]' | |
end | |
function evolution_unitary(Hnat::Matrix{Complex128}, controlHams::Array{Complex128, 3}, controlFields::Matrix{Float64}, controlFreqs::Vector{Float64}) | |
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#include <stdio.h> | |
#include <stdlib.h> | |
#include <time.h> | |
extern void dgeqrt3_(long * m, long *n, double * a, long *lda, double *t, long *ldt, long*info); | |
int main(int argc, char**argv) | |
{ | |
int in, i; | |
long n,info=1; | |
int ct; |
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.section __TEXT,__text,regular,pure_instructions | |
Filename: string.jl | |
Source line: 1442 | |
push RBP | |
mov RBP, RSP | |
push R15 | |
push R14 | |
push R13 | |
push R12 | |
push RBX |
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