Relay-Version: version B 2.10 5/3/83; site utzoo.UUCP Path: utzoo!mnetor!seismo!mimsy!oddjob!gargoyle!sphinx!wimp From: wimp@sphinx.uchicago.edu (Jeff Haferman) Newsgroups: comp.sys.mac Subject: Re: roots of polynomials Message-ID: <1518@sphinx.uchicago.edu> Date: Wed, 22-Apr-87 22:25:11 EST Article-I.D.: sphinx.1518 Posted: Wed Apr 22 22:25:11 1987 Date-Received: Fri, 24-Apr-87 23:38:45 EST References: <214@osupyr.UUCP> Reply-To: wimp@sphinx.UUCP (Jeff Haferman) Distribution: world Organization: Society for Colonization of Mars Lines: 23 Try Mullers Method. It is a fairly popular algorithm used to find complex roots of polynomials. I believe it works given complex coefficients, but I'm not sure, it's been a while. You should be able to find a solution to your problem by looking in any good book on numerical analysis. The one I have is "Elementary Numerical Analysis" by S. Conte and C. de Boor. This book may be especially helpful if you're doing the work on a computer, since the method is given in algorithmic form. One downfall is that you may have to do a fair amount of scanning of preceding chapters in order to understand their notations (divided differences, for example). Hope this helps. -- Jeff Haferman Usenet: ...!ihnp4!gargoyle!sphinx!wimp Bitnet: wimp%sphinx@UChicago -- Jeff Haferman Usenet: ...!ihnp4!gargoyle!sphinx!wimp Bitnet: wimp%sphinx@UChicago