Word problem for groups

Known as: Kuznetsov's theorem, Word problem

In mathematics, especially in the area of abstract algebra known as combinatorial group theory, the word problem for a finitely generated group G is…

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.

2014

This work is a contribution to the theory of products of i¬nite groups. A group G = AB is a weakly totally permutable product…

2012

A B-group is a group such that all its minimal generating sets (with respect to inclusion) have the same size. We prove that the…

2002

2001

Let 6 be free products of countably many cyclic groups and let C(X ) ◊ denote the crossed product related to an action of on a…

2001

where DZ is the diffusion coefficient of the mixture fraction. The scalar dissipation rate appears in many models for turbulent…

2000

Let G be an N-group, where N is a zero-symmetric right near-ring. We introduce and study the concepts of direct system, inverse…

1999

This paper studies the word problem for finitely presented groups under the restriction that words can only be rewritten for a…

1998

Theoretical investigations of finite amplitude wave propagation from bounded beam sources has been considered by Lee and Hamilton…

1992

1990

We apply rewriting techniques to the generalized word problem for groups. Let R be a finite string-rewriting system on an…