Abstract. The first part of this paper presents a new approach for au-tomatically proving nontermination of string rewrite systems. We encode rewrite sequences as propositional formulas such that a loop can be ex-tracted from a satisfying assignment. Alternatively, loops can be found by enumerating forward closures. In the second part we give a formal-ization of loops in the theorem prover Isabelle/HOL. Afterwards, we use Isabelle’s code-generation facilities to certify loops. The integration of our approach in CeTA (a program for automatic certification of termination proofs) makes it the first tool capable of certifying nontermination
Abstract. Most techniques to automatically disprove termination of term rewrite systems search for a...
We describe a method for proving non-termination of term rewriting systems that do not admit looping...
We describe a method for proving non-termination of term rewriting systems that do not admit looping...
Abstract Automatic tools for proving (non)termination of term rewrite systems, if successful, delive...
© 2014 Springer International Publishing Switzerland. The development of sophisticated termination c...
String rewriting reductions of the form , called loops, are the most frequent cause of infinite redu...
Abstract. There are many automatic tools to prove termination of term rewrite systems, nowadays. Mos...
String rewriting reductions of the form $t\to_R^+ utv$, called loops, are the most frequent cause o...
Abstract. In this paper we present our formalization of two important termination tech-niques for te...
In this paper we present our formalization of two important termination techniques for term rewrite ...
A new technique is presented to prove non-termination of term rewriting. The basic idea is to find a...
Abstract. We show how to automate termination proofs for recursive functions in (a first-order subse...
In programming, termination of a program/algorithm means that its evaluation will eventually termina...
While there are many approaches for automatically proving termination of term rewrite systems, up to...
Abstract. In this paper it is described how a combination of polynomial interpretations, recursive p...
Abstract. Most techniques to automatically disprove termination of term rewrite systems search for a...
We describe a method for proving non-termination of term rewriting systems that do not admit looping...
We describe a method for proving non-termination of term rewriting systems that do not admit looping...
Abstract Automatic tools for proving (non)termination of term rewrite systems, if successful, delive...
© 2014 Springer International Publishing Switzerland. The development of sophisticated termination c...
String rewriting reductions of the form , called loops, are the most frequent cause of infinite redu...
Abstract. There are many automatic tools to prove termination of term rewrite systems, nowadays. Mos...
String rewriting reductions of the form $t\to_R^+ utv$, called loops, are the most frequent cause o...
Abstract. In this paper we present our formalization of two important termination tech-niques for te...
In this paper we present our formalization of two important termination techniques for term rewrite ...
A new technique is presented to prove non-termination of term rewriting. The basic idea is to find a...
Abstract. We show how to automate termination proofs for recursive functions in (a first-order subse...
In programming, termination of a program/algorithm means that its evaluation will eventually termina...
While there are many approaches for automatically proving termination of term rewrite systems, up to...
Abstract. In this paper it is described how a combination of polynomial interpretations, recursive p...
Abstract. Most techniques to automatically disprove termination of term rewrite systems search for a...
We describe a method for proving non-termination of term rewriting systems that do not admit looping...
We describe a method for proving non-termination of term rewriting systems that do not admit looping...