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Complex matrices
- From: "Dr. David Kirkby" <drkirkby at ntlworld dot com>
- To: gsl discussion list <gsl-discuss at sources dot redhat dot com>
- Date: Tue, 05 Mar 2002 22:08:23 +0000
- Subject: Complex matrices
Hi,
I'm trying to solve an equation of the form:
[V]=[I].[Z], where V is a vector that is known, Z is square matrix that is known
and I is unknown. V, I and Z are all complex.
I can't seem to find any routines in gsl for complex matrices - plenty for
complex numbers and plenty for matrices. Am I missing something?? It seems like
quite a standard thing.
My square matrix Z is symmetrical (i.e. Zxy=Zyx). Can I use this to my
advantage? The matrix is not sparse.
--
Dr. David Kirkby PhD,
email: drkirkby@ntlworld.com
web page: http://www.david-kirkby.co.uk/
Amateur radio callsign: G8WRB