This paper presents a partial solution to the long standing open problem of termination of one-rule string rewriting. Overlaps between the two sides of the rule play a central role in existing termination criteria. Wecharacterize termination of all one-rule string rewriting systems that have one suchoverlap at either end. This both completes a result of Kurth and generalizes a result of Shikishima-Tsuji et al
Abstract. In this paper it is described how a combination of polynomial interpretations, recursive p...
AbstractLength-two string rewriting systems are length-preserving string rewriting systems that cons...
This survey describes methods for proving that systems of rewrite rules are terminating programs. We...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
this paper we reduce the problem of termination of one rule rewrite systems to problems somewhat mor...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We completely characterize termination of one-rule string rewriting systems of the form 0p1q → 1r0s ...
AbstractIt is not known whether the termination problem is decidable for one-rule string-rewriting s...
Abstract. In this paper it is described how a combination of polynomial interpretations, recursive p...
AbstractLength-two string rewriting systems are length-preserving string rewriting systems that cons...
This survey describes methods for proving that systems of rewrite rules are terminating programs. We...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
We characterize termination of one-rule string rewriting systems of the form 0 p 1 q ¿ 1 r 0 s for e...
this paper we reduce the problem of termination of one rule rewrite systems to problems somewhat mor...
We extend string rewriting in such a way that in the rules also variables may occur that may be repl...
We completely characterize termination of one-rule string rewriting systems of the form 0p1q → 1r0s ...
AbstractIt is not known whether the termination problem is decidable for one-rule string-rewriting s...
Abstract. In this paper it is described how a combination of polynomial interpretations, recursive p...
AbstractLength-two string rewriting systems are length-preserving string rewriting systems that cons...
This survey describes methods for proving that systems of rewrite rules are terminating programs. We...