Abstract. We present a new approach for termination proofs that uses polynomial interpretations (with possibly negative coefficients) together with the “maximum ” function. To obtain a powerful automatic method, we solve two main challenges: (1) We show how to adapt the latest de-velopments in the dependency pair framework to our setting. (2) We show how to automate the search for such interpretations by integrating “max ” into recent SAT-based methods for polynomial interpretations. Experimental results support our approach.
We present a new method for automatically proving termination of term rewriting. It is based on the ...
The termination problem is in general undecidable, however, termination can be proved for specific c...
Abstract. We propose a new constraint-based approach to termination analysis, applicable to Logic Pr...
Abstract. Polynomial interpretations are one of the most popular techniques for automated terminatio...
This paper introduces a new technique for termination analysis of definite logic programs (LPs) base...
The aim of the work described in this paper is to formalize in the proof assistant \coq the polynomi...
AbstractSymbolic constraints arising in proofs of termination of programs are often translated into ...
Abstract. Polynomial interpretations are a useful technique for proving termination of term rewrite ...
We present a general approach to encode termination in the dependency pair framework as a satisfiabi...
Our goal is to study the feasibility of porting termination analysis techniques developed for one pr...
Polynomial interpretations are a useful technique for proving termination of term rewrite systems. W...
This paper reports on work that was done in a project called "Termination analysis: crossing paradig...
Abstract. We show how to generate well-founded and stable term orderings based on polynomial interpr...
A termination problem can be transformed into a set of polynomial constraints. Up to now, several ap...
Abstract. Developing reliable programs and proving their total correctness is hard. Not only do we h...
We present a new method for automatically proving termination of term rewriting. It is based on the ...
The termination problem is in general undecidable, however, termination can be proved for specific c...
Abstract. We propose a new constraint-based approach to termination analysis, applicable to Logic Pr...
Abstract. Polynomial interpretations are one of the most popular techniques for automated terminatio...
This paper introduces a new technique for termination analysis of definite logic programs (LPs) base...
The aim of the work described in this paper is to formalize in the proof assistant \coq the polynomi...
AbstractSymbolic constraints arising in proofs of termination of programs are often translated into ...
Abstract. Polynomial interpretations are a useful technique for proving termination of term rewrite ...
We present a general approach to encode termination in the dependency pair framework as a satisfiabi...
Our goal is to study the feasibility of porting termination analysis techniques developed for one pr...
Polynomial interpretations are a useful technique for proving termination of term rewrite systems. W...
This paper reports on work that was done in a project called "Termination analysis: crossing paradig...
Abstract. We show how to generate well-founded and stable term orderings based on polynomial interpr...
A termination problem can be transformed into a set of polynomial constraints. Up to now, several ap...
Abstract. Developing reliable programs and proving their total correctness is hard. Not only do we h...
We present a new method for automatically proving termination of term rewriting. It is based on the ...
The termination problem is in general undecidable, however, termination can be proved for specific c...
Abstract. We propose a new constraint-based approach to termination analysis, applicable to Logic Pr...