Re: [Help-gsl] svd inaccuracy

2006-08-23 Thread Brian Gough
At Fri, 18 Aug 2006 19:38:07 +,
Evan Drumwright wrote:
 I've been attempting to use the GSL (specifically, the svd function) to 
 compute the pseudo-inverse of a potentially singular matrix.  Unfortunately, 
 the smaller singular values that I am getting (with both 
 gsl_linalg_sv_decomp() or gsl_linalg_sv_decomp_jacobi()) are orders of 
 magnitude off from the true result (computed and verified in octave).

Could you post an example?  If you want to submit a bug report please
send all the details to [EMAIL PROTECTED] Thanks,

-- 
Brian Gough

Network Theory Ltd,
Publishing the GSL Manual - http://www.network-theory.co.uk/gsl/manual/


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Re: [Help-gsl] Eigen value

2006-08-23 Thread Brian Gough
At Sat, 19 Aug 2006 21:53:47 +0530,
Hari Kumar wrote:
 Is there a routine to find out the eigen value of non-symmetric real
 matrix?

This is under development for the next release.
The current code is available from the CVS repository
http://sources.redhat.com/gsl/devel.html

-- 
best regards,

Brian Gough

Network Theory Ltd,
Publishing the GSL Manual - http://www.network-theory.co.uk/gsl/manual/


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Re: [Help-gsl] Eigen value

2006-08-23 Thread Hari Kumar phd me

Dear Gough,

Thanks you for your reply. I needed that routine urgently so
I switched to Numerical Recipe's code which is not free
of course. But then quite often I find something is missing
in free codes. I understand the problem and situation but
in serious research application reliable and versatile
library is necessary. I hope in few years GSL will achieve this.
It should become like IMSL or NAG library.

--Hari

Brian Gough wrote:


At Sat, 19 Aug 2006 21:53:47 +0530,
Hari Kumar wrote:
 


Is there a routine to find out the eigen value of non-symmetric real
matrix?
   



This is under development for the next release.
The current code is available from the CVS repository
http://sources.redhat.com/gsl/devel.html

 




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