Constructive Non-commutative Algebra with Computer Algebra System Singular: Plural

Description

We describe the origins, the domain of applicability and the functionality of a subsystem PLURAL of the computer algebra system SINGULAR, devoted to the noncommutative computations. We show, how main computational objects (GRalgebras) arise and which properties (e.g. ring-theoretic) they possess. A very important role in the system is played by the fast implementation of noncommutative Groebner bases together with many important applications of them. Several illustrative examples will be computed live

Period	05 Dec 2006
Event title	unbekannt/unknown
Event type	Other
Location	GermanyShow on map