Non-commutative Computations with SINGULAR

Description

In this talk, we describe the origins, the domain of applicability and the functionality of a subsystem PLURAL of the computer algebra system SINGULAR, devoted to the non-commutative computations. A very important role is played by the fast implementation of Groebner bases together with many important applications of them, which are explained on the elementary level.

Period	16 Feb 2006
Event title	Invited talk at Workshop D1 "Groebner Bases Theory and Applications in Algebraic Geometry" of the Special Semester on Groebner Bases and Related Methods
Event type	Other
Location	AustriaShow on map