Abstract. In this paper we present our formalization of two important termination tech-niques for term rewrite systems: the subterm criterion and the reduction pair processor in combination with usable rules. For both techniques we developed executable check functions using the theorem prover Isabelle/HOL. These functions are able to certify the correct application of the formalized techniques in a given termination proof. As there are several variants of usable rules, we designed our check function in such a way that it accepts all known variants, even those which are not explicitly spelled out in previous papers. We integrated our formalization in the publicly available IsaFoR-library. This led to a significant increase in the power of Ce...
Term rewrite systems have been extensively used in order to model computer programs for the purpose ...
In this paper we give an introduction to term rewriting and termination. Moreover, we sketch some de...
Proving termination of a term rewriting system is often harder when the system is large. A divide an...
In this paper we present our formalization of two important termination techniques for term rewrite ...
Abstract. There are many automatic tools to prove termination of term rewrite systems, nowadays. Mos...
International audienceSoftware engineering, automated reasoning, rule-based programming or specifica...
Abstract Automatic tools for proving (non)termination of term rewrite systems, if successful, delive...
Automated termination analysis is a central topic in the research of term rewriting. In this talk, I...
In programming, termination of a program/algorithm means that its evaluation will eventually termina...
© 2014 Springer International Publishing Switzerland. The development of sophisticated termination c...
Since the first termination competition1 in 2004 it is of great interest, whether a proof—that has b...
Abstract. We show how to automate termination proofs for recursive functions in (a first-order subse...
There are two kinds of approaches for termination analysis of logic programs: transformational and...
Abstract—In order to increase user confidence, many auto-mated theorem provers provide certificates ...
This document was prepared with LATEX using the KOMA-Script packages. for mikro Preface What you hol...
Term rewrite systems have been extensively used in order to model computer programs for the purpose ...
In this paper we give an introduction to term rewriting and termination. Moreover, we sketch some de...
Proving termination of a term rewriting system is often harder when the system is large. A divide an...
In this paper we present our formalization of two important termination techniques for term rewrite ...
Abstract. There are many automatic tools to prove termination of term rewrite systems, nowadays. Mos...
International audienceSoftware engineering, automated reasoning, rule-based programming or specifica...
Abstract Automatic tools for proving (non)termination of term rewrite systems, if successful, delive...
Automated termination analysis is a central topic in the research of term rewriting. In this talk, I...
In programming, termination of a program/algorithm means that its evaluation will eventually termina...
© 2014 Springer International Publishing Switzerland. The development of sophisticated termination c...
Since the first termination competition1 in 2004 it is of great interest, whether a proof—that has b...
Abstract. We show how to automate termination proofs for recursive functions in (a first-order subse...
There are two kinds of approaches for termination analysis of logic programs: transformational and...
Abstract—In order to increase user confidence, many auto-mated theorem provers provide certificates ...
This document was prepared with LATEX using the KOMA-Script packages. for mikro Preface What you hol...
Term rewrite systems have been extensively used in order to model computer programs for the purpose ...
In this paper we give an introduction to term rewriting and termination. Moreover, we sketch some de...
Proving termination of a term rewriting system is often harder when the system is large. A divide an...