No, I didn't. What I usually do is to look at Sage documentation first. I could not find a reference for solving system of differential equations but I could find a mention to it in the part of the help dedicated to the Sage interface to Octave. Hence my post.
So thank you for pointing out this feature of scipy. I have to look into it to assess whether this will allow me to do what I want. On Jan 6, 7:19 pm, Jason Grout <jason-s...@creativetrax.com> wrote: > Le Fou Volant wrote: > > Hello, > > > Before writing this post, I did search the support group archive and > > therefore > > what I'm about to write was not addressed (if I didn't miss anything). > > One can > > find a post dating from 2007 about why Sage is not in Octave. > > > I need to solve a system of differential equations. It seems sage > > cannot do > > that and that Sage help points to Octave. I had in mind that the > > philosophy > > behind Sage was to create the most complete alternative to > > Mathematica, > > Matlab and the likes. > > For instance, only the time independent problems in quantum mechanics > > can be solved with Sage and therefore one needs to find an alternative > > to Sage to solve (numerically) the time dependent problems. This is a > > limitation for me. > > I assume you looked at scipy and decided it did not meet your needs? > Scipy is included as a standard part of Sage. > > http://docs.scipy.org/doc/scipy/reference/ > > particularly > > http://docs.scipy.org/doc/scipy/reference/generated/scipy.integrate.o... > > and > > http://docs.scipy.org/doc/scipy/reference/generated/scipy.integrate.o... > > Thanks, > > Jason
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