most citedAlgorithms for groups

12 citations · 17 across the 7 of their papers we have counts for

collaborators

7 papers

math.AC2016

Giesbrecht's algorithm, the HFE cryptosystem and Ore's -polynomials

Robert S. Coulter, George Havas, Marie Henderson

We report on a recent implementation of Giesbrecht's algorithm for factoring polynomials in a skew-polynomial ring. We also discuss the equivalence between factoring polynomials in…

math.GR1994★ 3 cited

Applications of computational tools for finitely presented groups

George Havas, Edmund F. Robertson

Computer based techniques for recognizing finitely presented groups are quite powerful. Tools available for this purpose are outlined. They are available both in stand-alone progra…

math.GR1994

A new problem in string searching

George Havas, Jin Xian Lian

We describe a substring search problem that arises in group presentation simplification processes. We suggest a two-level searching model: skip and match levels. We give two timest…

math.GR1994★ 2 cited

Recognizing badly presented Z-modules

George Havas, Derek F. Holt, Sarah Rees

Finitely generated Z-modules have canonical decompositions. When such modules are given in a finitely presented form there is a classical algorithm for computing a canonical decomp…

math.GR1994

Applications of substring searching to group presentations

George Havas, Mark Ollila

An important way for describing groups is by finite presentations. Large presentations arise in practice which are poorly suited for either human or computer use. Presentation simp…

math.GR1994★ 12 cited

Algorithms for groups

John Cannon, George Havas

Group theory is a particularly fertile field for the design of practical algorithms. Algorithms have been developed across the various branches of the subject and they find wide ap…