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% This file was created automatically from algfp.msk.
% DO NOT EDIT!
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%A algfp.msk GAP documentation Thomas Breuer
%%
%A @(#)$Id: algfp.msk,v 1.2 2002/04/15 10:02:26 sal Exp $
%%
%Y (C) 2001 School Math and Comp. Sci., University of St. Andrews, Scotland
%Y Copyright (C) 2002 The GAP Group
%%
\Chapter{Finitely Presented Algebras}
Currently the {\GAP} library contains only few functions dealing with
general finitely presented algebras,
so this file is merely a placeholder.
The special case of finitely presented *Lie* algebras is described
in~"Finitely Presented Lie Algebras",
and there is also a {\GAP} package `fplsa' for computing structure constants
of *f*initely *p*resented *L*ie (*s*uper)*a*lgebras.
% Finitely presented *associative* algebras will eventually be handled by
% vector enumeration techniques.
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%%
%E
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