Re: [Scilab-users] Bessel cubic spline

Dear Bruno, Wesvott Thank you for your replies. I understand the option "fast" is what I want. Thanks again. -- View this message in context: http://mailinglists.scilab.org/Bessel-cubic-spline-tp4035600p4035607.html Sent from the Scilab users - Mailing Lists Archives mailing list archive at

Re: [Scilab-users] A working scilab 6.0 icon in KDE

Dear Nikolay Strelkov, I tested in KDE 5 plasma and it works fine as well. BTW, I used only, xterm -e /scilabdirectory/scilab no change or reference to the LC_ALL environment. Thanks a lot 2017-02-26 18:09 GMT-03:00 Nikolay Strelkov : > Dear Adelson Oliveira! > > There is a bug with Scilab 6

Re: [Scilab-users] A working scilab 6.0 icon in KDE

Dear Adelson Oliveira! There is a bug with Scilab 6 launch from .desktop shortcut - see bugzilla #14682 . As temporary solution I created launcher with command: env LC_ALL="en_US.UTF-8" xterm -e /home/nikolay/Software/scilab-6.0.0/bin/scilab I t

[Scilab-users] A working scilab 6.0 icon in KDE

Has anyone succeeded in creating a "link to application" in desktop area to launch scilab 6.0 in KDE 5 plasma? Here, a desktop scilab 6.0 icon does launch scilab 6.0 but it crashes immediately. I can launch scilab 6.0 from command line without any problem. An equivalent desktop icon to launch sc

Re: [Scilab-users] Bessel cubic spline

Have you looked at the help for the 'splin' function, to see if any of the various flavors of spline that it will compute is what you want? On 2017-02-26 03:49, fujimoto2005 wrote: Is there a function of Bessel cubic spline? I mean Besse cubic spline as follows. 1,pieacewise 3 degree polynomial

Re: [Scilab-users] Bessel cubic spline

Le 26/02/2017 à 12:49, fujimoto2005 a écrit : Is there a function of Bessel cubic spline? I mean Besse cubic spline as follows. 1,pieacewise 3 degree polynomial on the each interval [x(i),x(i+1)] for i=1,2,..,n-1 2,f(x(i))=y(i) for 1=1,2,..,n 3,continuous at all xi for i=2,...,n-1 4,differnciable

[Scilab-users] Bessel cubic spline

Is there a function of Bessel cubic spline? I mean Besse cubic spline as follows. 1,pieacewise 3 degree polynomial on the each interval [x(i),x(i+1)] for i=1,2,..,n-1 2,f(x(i))=y(i) for 1=1,2,..,n 3,continuous at all xi for i=2,...,n-1 4,differnciable at all xi for i=2,...,n-1 5,f''(xi) for i=2,...