We design a completion procedure for nominal rewriting systems, based on a generalisation of the recursive path ordering to take into account alpha equivalence. Nominal rewriting generalises first-order rewriting by providing support for the specification of binding operators. Completion of rewriting systems with binders is a notably difficult problem; the completion procedure presented in this paper is the first to deal with binders in rewrite rules.Peer Reviewe
AbstractIn this paper we present a theory of binding structures, and give examples of its applicatio...
We introduce abstract rewrite relations and present an inference rule based characterization of abst...
International audienceWhen rewriting is used to generate convergent and complete rewrite systems in ...
We design a completion procedure for nominal rewriting systems, based on a generalisation of the rec...
We present a generalisation of rst-order rewriting which al-lows us to deal with terms involving bin...
We present a generalisation of �rst-order rewriting which al- lows us to deal with terms involving ...
AbstractNominal rewriting is based on the observation that if we add support for α-equivalence to fi...
Abstract. We present a translation function from nominal rewriting systems (NRSs) to combinatory red...
We consider matching, rewriting, critical pairs and the Knuth-Bendix confluence test on rewrite rule...
Nominal rewriting extends first-order rewriting with Gabbay-Pitts abstractors: bound entities are ex...
AbstractNominal rewriting generalises first-order rewriting by providing support for the specificati...
Abstract rewrite systems define a reduction relation by a set of rules. An important aspect of such ...
AbstractNominal rewriting introduced a novel method of specifying rewriting on syntax-with-binding. ...
AbstractNominal terms generalise first-order terms by including abstraction and name swapping constr...
Contribution à un ouvrage.This chapter introduces term rewriting and some of its applications from d...
AbstractIn this paper we present a theory of binding structures, and give examples of its applicatio...
We introduce abstract rewrite relations and present an inference rule based characterization of abst...
International audienceWhen rewriting is used to generate convergent and complete rewrite systems in ...
We design a completion procedure for nominal rewriting systems, based on a generalisation of the rec...
We present a generalisation of rst-order rewriting which al-lows us to deal with terms involving bin...
We present a generalisation of �rst-order rewriting which al- lows us to deal with terms involving ...
AbstractNominal rewriting is based on the observation that if we add support for α-equivalence to fi...
Abstract. We present a translation function from nominal rewriting systems (NRSs) to combinatory red...
We consider matching, rewriting, critical pairs and the Knuth-Bendix confluence test on rewrite rule...
Nominal rewriting extends first-order rewriting with Gabbay-Pitts abstractors: bound entities are ex...
AbstractNominal rewriting generalises first-order rewriting by providing support for the specificati...
Abstract rewrite systems define a reduction relation by a set of rules. An important aspect of such ...
AbstractNominal rewriting introduced a novel method of specifying rewriting on syntax-with-binding. ...
AbstractNominal terms generalise first-order terms by including abstraction and name swapping constr...
Contribution à un ouvrage.This chapter introduces term rewriting and some of its applications from d...
AbstractIn this paper we present a theory of binding structures, and give examples of its applicatio...
We introduce abstract rewrite relations and present an inference rule based characterization of abst...
International audienceWhen rewriting is used to generate convergent and complete rewrite systems in ...