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Re: Powell's method?


hersh@ri.cmu.edu writes:
 > I'm in need of a multidimensional minimizer which does not require
 > derivatives.  The GSL does not seem to include any such, but the
 > Numerical Recipes in C book does have some, Amoeba (simplex) and
 > Powell's method.  Is anyone currently working on including such
 > algorithms in GSL, or do you know of some other free place to get
 > them?

I don't know of anybody working on that, or of any existing free
implementation (although I personally haven't spent much time looking
for one).

 > Otherwise, I'd like to write at least Powell's from scratch, and maybe
 > it can be included in the GSL.  I realize I can't use the NRC source
 > code of course, I would be re-writing it from scratch.

Sounds good. See the GSL design document on
http://sources.redhat.com/gsl for tips.

Brian


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