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fsolve
From: |
Francesco Potorti` |
Subject: |
fsolve |
Date: |
Tue, 08 Aug 1995 14:01 +0100 (MET) |
[...] the real answer to such problems is to focus the numerical method
more precisely in terms of the detailed behaviour of the function. [...]
However, I agree that in any computational package it is necessary for the
user to know how procedures work [...]
That is what I meant, probably :). Specifically: if I want to
integrate a gaussian with average M and sigma S from 0 to Inf, what is
the best method in octave? Or at least what is a reasonable method in
octave? No hint is given in the documentation to answer this problem.
--
Francesco Potorti` | address@hidden (Internet)
researcher at | 39369::pot (DECnet)
CNUCE-CNR, Pisa, Italy | +39-50-593203 (voice) 904052 (fax)
- fsolve, Francesco Potorti`, 1995/08/07
- Re: fsolve, Ted Harding, 1995/08/07
- fsolve, Francesco Potorti`, 1995/08/08
- Re: fsolve, Ted Harding, 1995/08/08
- fsolve,
Francesco Potorti` <=
- Re: fsolve, John Utz, 1995/08/09
- Re: fsolve, Ted Harding, 1995/08/09
- Re: fsolve --- books on numerical analysis, Martin Maechler, 1995/08/09
- fsolve --- books on numerical analysis, Francesco Potorti`, 1995/08/09