We summarize the main known results involving subword reversing, a method of semigroup theory for constructing van Kampen diagrams by referring to a preferred direction. In good cases, the method provides a powerful tool for investigating presented (semi)groups. In particular, it leads to cancellativity and embeddability criteria for monoids and to efficient solutions for the word problem of monoids and groups of fractions
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
We establish a new, fairly general cancellativity criterion for a presented monoid that properly ext...
We establish a new, fairly general cancellativity criterion for a presented monoid that properly ext...
• A strategy for constructing van Kampen diagrams for semigroups, with various applications: cancell...
• Use subword reversing to constructing examples of ordered groups. • Subword Reversing is a combina...
• Use subword reversing to constructing examples of ordered groups. • Subword Reversing is a combina...
AbstractWord reversing is a combinatorial operation on words that detects pairs of equivalent words ...
• A strategy for constructing van Kampen diagrams for semigroups, with various applications: cancell...
We show that the category of cancellative conjugation semigroups is weakly Mal’tsev and give a chara...
Reversibility is a thread woven through many branches of mathematics. It arises in dynamics, in syst...
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
updated version with new resultsWe describe a simple scheme for constructing finitely generated mono...
updated version with new resultsWe describe a simple scheme for constructing finitely generated mono...
updated version with new resultsWe describe a simple scheme for constructing finitely generated mono...
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
We establish a new, fairly general cancellativity criterion for a presented monoid that properly ext...
We establish a new, fairly general cancellativity criterion for a presented monoid that properly ext...
• A strategy for constructing van Kampen diagrams for semigroups, with various applications: cancell...
• Use subword reversing to constructing examples of ordered groups. • Subword Reversing is a combina...
• Use subword reversing to constructing examples of ordered groups. • Subword Reversing is a combina...
AbstractWord reversing is a combinatorial operation on words that detects pairs of equivalent words ...
• A strategy for constructing van Kampen diagrams for semigroups, with various applications: cancell...
We show that the category of cancellative conjugation semigroups is weakly Mal’tsev and give a chara...
Reversibility is a thread woven through many branches of mathematics. It arises in dynamics, in syst...
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
updated version with new resultsWe describe a simple scheme for constructing finitely generated mono...
updated version with new resultsWe describe a simple scheme for constructing finitely generated mono...
updated version with new resultsWe describe a simple scheme for constructing finitely generated mono...
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
First part: Word reversing is a rewriting operation associated to a presentation (of a semigroup, he...
We establish a new, fairly general cancellativity criterion for a presented monoid that properly ext...
We establish a new, fairly general cancellativity criterion for a presented monoid that properly ext...