Given an equational system, completion procedures compute an equivalent and complete (terminating and confluent) term rewrite system. We present a very simple and efficient completion procedure, which is based on MaxSAT solving. Experiments show that the procedure is comparable to recent powerful completion tools
AbstractMethods of proving that a term-rewriting system terminates are presented. They are based on ...
International audienceThis paper presents two criteria for the termination of tree automata completi...
. We will answer a question posed in [DJK91], and will show that Huet's completion algorithm [H...
Given an equational system, completion procedures compute an equivalent and complete (terminating an...
In equational theorem proving, convergent term rewriting systems play a crucial role. In order to co...
AbstractInfinite sets of rewrite rules may be generated for example by completion of term-rewriting ...
Projet EURECAThis paper presents a completion procedure for proving termination of term rewrite syst...
We propose an abstract completion procedure for logically constrained term rewrite systems (LCTRSs)....
AbstractThis paper describes REVEUR-3, a software that implements a general completion procedure. RE...
AbstractFor a complete, i.e., confluent and terminating term rewriting system (TRS) it is well-known...
We consider rewriting of a regular language with a left-linear term rewriting system. We show a comp...
AbstractWe give in this paper a complete description of the Knuth-Bendix completion algorithm. We pr...
AbstractIn this paper we propose different translations from SAT to termination of term rewriting, i...
AbstractThis paper describes several classes of term rewriting systems (TRS’s), where narrowing has ...
We will answer a question posed in [DJK91], and will show that Huet's completion algorithm [Hu81] be...
AbstractMethods of proving that a term-rewriting system terminates are presented. They are based on ...
International audienceThis paper presents two criteria for the termination of tree automata completi...
. We will answer a question posed in [DJK91], and will show that Huet's completion algorithm [H...
Given an equational system, completion procedures compute an equivalent and complete (terminating an...
In equational theorem proving, convergent term rewriting systems play a crucial role. In order to co...
AbstractInfinite sets of rewrite rules may be generated for example by completion of term-rewriting ...
Projet EURECAThis paper presents a completion procedure for proving termination of term rewrite syst...
We propose an abstract completion procedure for logically constrained term rewrite systems (LCTRSs)....
AbstractThis paper describes REVEUR-3, a software that implements a general completion procedure. RE...
AbstractFor a complete, i.e., confluent and terminating term rewriting system (TRS) it is well-known...
We consider rewriting of a regular language with a left-linear term rewriting system. We show a comp...
AbstractWe give in this paper a complete description of the Knuth-Bendix completion algorithm. We pr...
AbstractIn this paper we propose different translations from SAT to termination of term rewriting, i...
AbstractThis paper describes several classes of term rewriting systems (TRS’s), where narrowing has ...
We will answer a question posed in [DJK91], and will show that Huet's completion algorithm [Hu81] be...
AbstractMethods of proving that a term-rewriting system terminates are presented. They are based on ...
International audienceThis paper presents two criteria for the termination of tree automata completi...
. We will answer a question posed in [DJK91], and will show that Huet's completion algorithm [H...