🚀 go-pugleaf

The following book is available now. I have read a preprint
and I can recommend it to anybody who is interested in this field.

@BOOK{Cox:92,
 AUTHOR = "D. Cox and J. Little and D. O'Shea",
 TITLE = "deals, Varieties and Algorithms:
   An Introduction of Computational Algebraic Geometry 
   and Commutative Algebra",
 PUBLISHER = "Springer-Verlag",
 YEAR = 1992,
 COMMENTS = {The appendix contains a discussion of the Groebner basis
     package for REDUCE},
 ABSTRACT = {This book is an introduction to algebraic geometry and 
commutative algebra aimed primarily at undergraduates. It emphasizes 
applications and the computational and algorithmic aspects of the 
subject.  Less abstract than other texts, and with prerequisites 
(a course in linear algebra and any course discussing how to do 
simple proofs), the text is also ideal for computer scientists as
well as mathematicians interested in the subject.  The exposition
assumes that students have access to a computer algebra system such 
as Maple, REDUCE or Mathematica, but assumes no prior experience 
with a computer.

Table of Contents: Geometry, Algebra and Algorithms; Groebner Bases;
Elimination Theory; The Algebra-Geometry Dictionary; Polynomial and 
Rational Functions on a Variety; Robotics and Automatic Geometric 
Theorem Proving; Invariant Theory of Finite Groups; Projective 
Algebraic Geometry; The Dimension of a Variety; Appendices on Some 
Concepts From Algebra, Pseudocode, Computer Algebra Systems, and 
Independent Projects.}}

--
Herbert Melenk
Konrad-Zuse-Zentrum fuer Informationstechnik
Heilbronner Str 10, D 1000 Berlin 31, Germany
e-mail:  melenk@sc.zib-berlin.de