Singular Manual: puiseuxexpansions_lib

> | ### D.15.15 puiseuxexpansions_lib Library: puiseuxexpansion.lib Purpose: Puiseux expansions over algebraic extensions Authors: J. Boehm, j.boehm at mx.uni-saarland.de W. Decker, decker at mathematik.uni-kl.de S. Laplagne, slaplagn at dm.uba.ar G. Pfister, seelisch at mathematik.uni-kl.de Overview: This library implements the Newton-Puiseux algorithm to compute Puiseux expansions and provides a class and procedures to work with Puiseux expansions in K[X][Y], where K is the field Q of rational numbers or an algebraic extension of Q. Procedures:
> D.15.15.1 puiseuxList |  | Computes the Puiseux expansion of PP at X = 0
> D.15.15.2 makePuiseux |  | Creates a Puiseux element
> D.15.15.3 makePuiseuxFromPoly |  | Converts a polynomail to Puiseux data type
> D.15.15.4 printPuiseux |  | Prints information for Puiseux elements
> D.15.15.5 puiseux |  | Computes the Puiseux expansions of f

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