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Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example
From: |
Gordan Bobic |
Subject: |
Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example |
Date: |
Fri, 20 Jul 2007 11:46:11 +0100 (BST) |
On Fri, 20 Jul 2007, John Gehman wrote:
[usefulness of sigma]
> For the case where all data has the same error, as yours appears to,
> then all data is weighted equally. HOWEVER, this value does scale the
> residual and the sensitivity of the gradients, and I believe
> therefore does influence convergence. It may not make that big a
> difference in the regime where you are working, but I have noticed
> before with some of my applications that it was important to be
> realistic about the error.
OK, I thoughts so. Effectively, it allows the fitter to get it slightly
wrong before cranking up the error.
Is there a way to supply a custom error function (e.g. via a callback) to
the fitter in GSL?
> I'm not sure whether a gsl_vector_scale after the fact
> would be more efficient that explicit divisions during the loop?
I'm not sure, but I think that would produce a different result...
Gordan
- Fwd: [Help-gsl] Non-linear Multi-parameter Least-Squares Example, John Gehman, 2007/07/19
- Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example, Gordan Bobic, 2007/07/19
- Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example, John Gehman, 2007/07/19
- Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example, Gordan Bobic, 2007/07/20
- Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example, John Gehman, 2007/07/20
- Re: [Help-gsl] Non-linear Multi-parameter Least-Squares Example,
Gordan Bobic <=
- [Help-gsl] gsl_matrix_set(), Gordan Bobic, 2007/07/20
- Re: [Help-gsl] gsl_matrix_set(), Jordi GutiƩrrez Hermoso, 2007/07/20
- Re: [Help-gsl] gsl_matrix_set(), Gordan Bobic, 2007/07/20
- Re: [Help-gsl] gsl_matrix_set(), Martin Jansche, 2007/07/22
- Re: [Help-gsl] gsl_matrix_set(), Jordi GutiƩrrez Hermoso, 2007/07/20