Article dans revue scientifique avec comité de lecture. internationale.International audienceWe propose a semi-automatic inductive process to prove termination of outermost rewriting on ground term algebras. The method is based on an abstraction mechanism, schematizing normalisation of subterms, and on narrowing, schematizing reductions on ground terms. The induction ordering is not needed a priori, but is a solution of constraints set along the proof. Our method applies in particular to systems that are non-terminating for the standard strategy nor even for the lazy strategy
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
Rapport interne.We propose a semi-automatic inductive process to prove termination of outermost rewr...
Colloque avec actes et comité de lecture. internationale.International audienceWe propose a semi-aut...
Rapport interne.We propose an original approach to prove termination of innermost rewriting on groun...
Rapport interne.We propose an original approach to prove weak termination of innermost rewriting on ...
ABSTRACT: We propose a generic termination proof method for rewriting under strategies, based on an ...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
Rapport interne.We propose a new approach to prove termination of innermost rewriting, based on indu...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitive...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitive...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitive...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitiv...
We propose a generic termination proof method for rewriting under strategies, based on an explicit i...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
Rapport interne.We propose a semi-automatic inductive process to prove termination of outermost rewr...
Colloque avec actes et comité de lecture. internationale.International audienceWe propose a semi-aut...
Rapport interne.We propose an original approach to prove termination of innermost rewriting on groun...
Rapport interne.We propose an original approach to prove weak termination of innermost rewriting on ...
ABSTRACT: We propose a generic termination proof method for rewriting under strategies, based on an ...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
Rapport interne.We propose a new approach to prove termination of innermost rewriting, based on indu...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitive...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitive...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitive...
In the most natural approach, ground Knuth-Bendix completion procedures for non-symmetric transitiv...
We propose a generic termination proof method for rewriting under strategies, based on an explicit i...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...
We investigate proving termination of term rewriting systems by a compositional interpretation of te...