Details:
Title  Plural  a computer algebra system for noncommutative polynomial algebras  Author(s)  Viktor Levandovskyy, Hans Schönemann  Text  Plural  a computer algebra system for noncommutative polynomial algebras  Type  Article in Conference Proceedings  Abstract  \textsc{Singular} is a computer algebra system developed for efficient
computations with polynomials. We describe \textsc{Plural} as an extension
of \textsc{Singular} to noncommutative polynomial rings (G/GRalgebras):
to which structures does it apply, the prerequisites
to monomial orderings, left and twosided Gr\"obner bases.
The usual criteria to avoid "useless pairs" are revisited
for their applicability in the case of G/GRalgebras.
Benchmark tests are used to evaluate the concepts compare them with
other systems.
 Length  8  ISBN  1581136412/pbk 
URL 
http://doi.acm.org/10.1145/860854.860895 
Language  English  Pages  176183  Publisher  ACM Press  Address  New York, NY, USA  Year  2003  Editor  Sendra, J. Rafael  Edition  0  Translation 
No  Refereed 
Yes  Conferencename  ISSAC 2003 
