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Test coefficient- and value-based multiplication
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using PyCall | |
pygui(:tk) | |
using PyPlot | |
using ApproxFun | |
gc() | |
gc_disable() | |
N = 36 | |
M_coefficient = zeros(N,N) | |
M_fft = zeros(N,N) | |
for i = 1:N, j = 1:N | |
ci,cj = rand(round(Int64,10^(i/9))),rand(round(Int64,10^(j/9))) | |
if log10(length(ci))*log10(length(cj)) < 8 | |
Fi,Fj = Fun(ci,[-1,1]),Fun(cj,[-1,1]) | |
Fi*Fj;Fi*Fj | |
ApproxFun.transformtimes(Fi,Fj);ApproxFun.transformtimes(Fi,Fj) | |
M_coefficient[i,j] = @elapsed for k = 1:10 | |
Fi*Fj | |
end | |
M_fft[i,j] = @elapsed for k = 1:10 | |
ApproxFun.transformtimes(Fi,Fj) | |
end | |
else | |
M_fft[i,j] = 1.0 | |
M_coefficient[i,j] = 20.0 | |
end | |
gc_enable() | |
gc() | |
gc_disable() | |
end | |
gc_enable() | |
gc() | |
C = 324 | |
t = linspace(0,36,101) | |
clf() | |
contourf(log10(M_coefficient./M_fft),20;cmap="seismic",vmin=-1.8,vmax=1.8) | |
plot(t,C./t,"-k") | |
xlim([0,N-1]);ylim([0,N-1]) | |
xticks(0:2:N-1,round(Int64,10.^((0:2:N-1)/9))) | |
yticks(0:2:N-1,round(Int64,10.^((0:2:N-1)/9))) | |
xlabel("\$ i \$");ylabel("\$ j \$") | |
colorbar(); | |
savefig("Multplot.png";bbox_inches="tight") |
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