Abstract. First-order applicative term rewrite systems provide a natu-ral framework for modeling higher-order aspects. In this paper we present a transformation from untyped applicative term rewrite systems to func-tional term rewrite systems that preserves and reflects termination. Our transformation is less restrictive than other approaches. In particular, head variables in right-hand sides of rewrite rules can be handled. To further increase the applicability of our transformation, we present a version for dependency pairs.
We propose two transformations on term rewrite systems (TRSs) based on reducing right-hand sides: on...
This paper discusses a number of methods to prove termination of higher-order term rewriting systems...
Abstract. Simply typed term rewriting (Yamada, 2001) is a framework of higher-order term rewriting w...
Abstract. First-order applicative term rewrite systems provide a natu-ral framework for modeling hig...
First-order applicative term rewrite systems provide a natural framework for modeling higher-order a...
First-order applicative rewrite systems provide a natural framework for modeling higher-order aspect...
Abstract First-order applicative rewrite systems provide a natural framework for modeling higher-ord...
This chapter gives an overview of techniques for proving termination of firstorder term rewriting sy...
A new kind of transformation of term rewriting systems (TRS) is proposed, depending on a choice for ...
A new kind of transformation of term rewriting systems (TRS) is proposed, depending on a choice for ...
A classification of types of termination of term rewriting systems is proposed, built on properties ...
. We introduce a new technique for proving termination of term rewriting systems. The technique, a s...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
Abstract. A graded sequence of examples-presented in a uniform framework-spotlights stages in the de...
In [13], a new size-change principle was proposed to verify termination of functional programs autom...
We propose two transformations on term rewrite systems (TRSs) based on reducing right-hand sides: on...
This paper discusses a number of methods to prove termination of higher-order term rewriting systems...
Abstract. Simply typed term rewriting (Yamada, 2001) is a framework of higher-order term rewriting w...
Abstract. First-order applicative term rewrite systems provide a natu-ral framework for modeling hig...
First-order applicative term rewrite systems provide a natural framework for modeling higher-order a...
First-order applicative rewrite systems provide a natural framework for modeling higher-order aspect...
Abstract First-order applicative rewrite systems provide a natural framework for modeling higher-ord...
This chapter gives an overview of techniques for proving termination of firstorder term rewriting sy...
A new kind of transformation of term rewriting systems (TRS) is proposed, depending on a choice for ...
A new kind of transformation of term rewriting systems (TRS) is proposed, depending on a choice for ...
A classification of types of termination of term rewriting systems is proposed, built on properties ...
. We introduce a new technique for proving termination of term rewriting systems. The technique, a s...
AbstractWe present techniques to prove termination and innermost termination of term rewriting syste...
Abstract. A graded sequence of examples-presented in a uniform framework-spotlights stages in the de...
In [13], a new size-change principle was proposed to verify termination of functional programs autom...
We propose two transformations on term rewrite systems (TRSs) based on reducing right-hand sides: on...
This paper discusses a number of methods to prove termination of higher-order term rewriting systems...
Abstract. Simply typed term rewriting (Yamada, 2001) is a framework of higher-order term rewriting w...