mainpage.dox

This library defines basic operation on polynomials, and contains also 3 different roots (zeroes)-fi

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@mainpage 
@section intro Introduction

Welcome to the Polynomials Template Library.  This library defines basic 
operation on polynomials, and contains also different roots-finding methods.

I developped this library as part of an implementation of algorithms described
in this paper <a href="http://cnx.rice.edu/content/m11005/latest?format=pdf" target="_blank">
Design of Orthogonal PR-FIR Filterbanks via Halfband Spectral Factorization</a>

Of the three roots-solving solutions pesented here, the Laguerre method is by 
far the most accurate and fastest.  I've left the other two available for 
comparison.

I'd like to point out <a href="http://eprints.maths.ox.ac.uk/16/01/mekwi.pdf" target="_blank">
this paper by Mankere Mekwi</a> as it was the basis for most of the code 
in the library.

@section download Download

You can download the templates in .zip format <a href="polynomials10.zip">here</a>

@section licence Licensing

This library is free software, with no restrictions put on its use nor
any guarantee whatsoever.

@section next What's next

- Local and global extremas extraction would be great.
- Support for Chebyshev polynomials.

@section contribute Would you like to contribute ?

I'd love to hear from you, email me at [e-mail]

@section link Link

Back to <a href="/index.htm">Micha雔's Website</a>


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