Re: [Scilab-users] ?==?utf-8?q? Scilab 6.1 too slow to list large vectors

2020-03-31 Thread Clément David
Hello Pierre, FYI your reported issue is probably not related at all to the matrix printing in the console. The Xcos simulation engine is kind of a gateway from the Scilab interpreter point of view (like optim() for instance), let's keep them separate issues. Thanks, -- Clément >

Re: [Scilab-users] Scilab 6.1 too slow to list large vectors

2020-03-31 Thread Heinz Nabielek
On my iMac macOS Catalina 10.15.3 Processor Name:Quad-Core Intel Core i7 Processor Speed: 3.1 GHz Darwin Kernel Version 19.3.0: Thu Jan 9 20:58:23 PST 2020; root:xnu-6153.81.5~1/RELEASE_X86_64 x86_64 Should anybody be interested Heinz 2.107417 0.564745 tic u = u(:)

Re: [Scilab-users] ?==?utf-8?q? Scilab 6.1 too slow to list large vectors

2020-03-31 Thread Perrichon
Hello, On another way, see bugzilla #16359 in Xcos I've provided the program to ESI Results : Xcos Scilab 5.5.2 : Durée de la simulation : 258.3 s Xcos Sciab 6.1.0 : Durée de la simulation : 4353.4 s Stack? Mallloc ? Regards Before printing, think about ENVIRONMENTAL responsabity

Re: [Scilab-users] ?==?utf-8?q? Scilab 6.1 too slow to list large vectors

2020-03-31 Thread Antoine Monmayrant
Hello, I also ran some tests and it seems that the regression is clearly line-based: ie the regression is worse for vector than for matrix because there more lines to print to display a vector than a matrix of similar length. See my test code below. n1=300; n2=100; mat=rand(n1,n2); tn=[]; /*

Re: [Scilab-users] Scilab 6.1 too slow to list large vectors

2020-03-31 Thread Federico Miyara
Stéphane, I simplified and diversified the test: tic u = rand(100,1000) toc takes 16 s in 6.1 10 s in 6.0.2 tic u = u(:)' toc takes 66 s in 6.1 1.29 s in 6.0.2 tic u = u(:) toc takes 107 s in 6.1 1.52 s in 6.0.2 tic u = matrix(u,1000,100) toc takes 16 s in 6.1 10 s in 6.0.2 tic u =

Re: [Scilab-users] Scilab 6.1 too slow to list large vectors

2020-03-31 Thread Stéphane Mottelet
Hi Frederico, Thanks for reporting. Can you test if the regression also holds for matrices ? S. Le 30/03/2020 à 11:56, Federico Miyara a écrit : Fs = 44100 T = 2.5 t = [0:T*Fs]/Fs; ximp = exp(-t/0.3).*rand(t,"normal") + 0.004*rand(t,"normal"); tic ximp = ximp(:) toc --