Based on a simple metric and a simple partial order on term graphs, we develop two infinitary calculi of term graph rewriting. We show that, similarly to infinitary term rewriting, the partial order formalisation yields a conservative extension of the metric formalisation of the calculus. By showing that the resulting calculi simulate the corresponding well-established infinitary calculi of term rewriting in a sound and complete manner, we argue for the appropriateness of our approach to capture the notion of infinitary term graph rewriting
this paper we introduce term graph narrowing as an approach for solving equations by transformations...
Abstract. Introduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a...
AbstractInfinitary rewriting allows infinitely large terms and infinitely long reduction sequences. ...
Term graph rewriting provides a simple mechanism to finitely represent restricted forms of infinitar...
We investigate transfinite reductions in abstract reduction systems. To this end, we study two abstr...
Several authors have investigated the correspondence between graph rewriting and term rewrit-ing. Al...
The relationship between Term Graph Rewriting and Term Rewriting is well understood: a single term g...
The relationship between Term Graph Rewriting and Term Rewriting is well understood: a single term g...
AbstractTerm graph rewriting is a model for computing with graphs representing functional expression...
AbstractIntroduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a s...
Introduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a simple ca...
We investigate an alternative model of infinitary term rewriting. Instead of a metric, a partial ord...
AbstractWe tackle the problem of cyclic term-graph rewriting. We first revisit the classical algorit...
We introduce term graph narrowing as an approach for solving equations by transformations on term gr...
AbstractWe review the concept of term graph narrowing as an approach for solving equations by transf...
this paper we introduce term graph narrowing as an approach for solving equations by transformations...
Abstract. Introduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a...
AbstractInfinitary rewriting allows infinitely large terms and infinitely long reduction sequences. ...
Term graph rewriting provides a simple mechanism to finitely represent restricted forms of infinitar...
We investigate transfinite reductions in abstract reduction systems. To this end, we study two abstr...
Several authors have investigated the correspondence between graph rewriting and term rewrit-ing. Al...
The relationship between Term Graph Rewriting and Term Rewriting is well understood: a single term g...
The relationship between Term Graph Rewriting and Term Rewriting is well understood: a single term g...
AbstractTerm graph rewriting is a model for computing with graphs representing functional expression...
AbstractIntroduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a s...
Introduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a simple ca...
We investigate an alternative model of infinitary term rewriting. Instead of a metric, a partial ord...
AbstractWe tackle the problem of cyclic term-graph rewriting. We first revisit the classical algorit...
We introduce term graph narrowing as an approach for solving equations by transformations on term gr...
AbstractWe review the concept of term graph narrowing as an approach for solving equations by transf...
this paper we introduce term graph narrowing as an approach for solving equations by transformations...
Abstract. Introduced at the end of the nineties, the Rewriting Calculus (ρ-calculus, for short) is a...
AbstractInfinitary rewriting allows infinitely large terms and infinitely long reduction sequences. ...