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19982005
most citedLogged Rewriting for Monoids

1 citations · 1 across the 2 of their papers we have counts for

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9 papers · 1 filter

math.CO2005

String rewriting for Double Coset Systems

Ronald Brown, Neil Ghani, Anne Heyworth +1

In this paper we show how string rewriting methods can be applied to give a new method of computing double cosets. Previous methods for double cosets were enumerative and thus rest…

math.CO20051 cited

Logged Rewriting for Monoids

A. Heyworth, M. Johnson

A rewriting system is a set of equations over a given set of terms called rules that characterize a system of computation and is a powerful general method for providing decision pr…

math.CO2000

Grobner Basis Techniques for Computing Actions of K-Categories

Anne Heyworth

This paper involves categories and computer science. The paper is motivated by a question which arises from two pieces of research. Firstly, the work of Brown and Heyworth which ex…

math.CO2000

Groebner Basis Procedures for Testing Petri Nets

Angie Chandler, Anne Heyworth

This paper contains introductory material on Petri nets and Groebner basis theory and makes some observations on the relation between the two areas. The aim of the paper is to show…

math.CO1999

Logged Rewriting Procedures with Application to Identities Among Relations

Anne Heyworth, Christopher D Wensley

The key idea is that rewriting procedures can be enhanced so that they not only rewrite words but record (log) how the rewriting has taken place. We introduce logged rewrite system…

math.CO1999

Rewriting Procedures Generalise to Kan Extensions of Actions of Categories

Anne Heyworth

Kan extensions provide a natural general framework for a variety of combinatorial problems. We have developed rewriting procedures for Kan extensions (over the category of sets) an…