Abstract. First-order applicative term rewrite systems provide a natu- ral framework for modeling higher-order aspects. In this paper we present.
In this paper we present a transformation from untyped applicative term rewrite systems to functional term rewrite systems that preserves and reflects ...
We are concerned with proving termination of applicative rewrite systems. The signature of an applicative term rewrite system (ATRS) consists of variables,.
We are concerned with proving termination of applicative rewrite systems. The signature of an applicative term rewrite system (ATRS) consists of variables,.
Abstract. First-order applicative term rewrite systems provide a natu- ral framework for modeling higher-order aspects. In this paper we present.
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For the preservation of innermost termination and innermost derivational complexity we give counterexamples. Hence uncurrying may be used as a preprocessing ...
Uncurrying for Termination. This page contains experiments. Additionally, it shows why triangular matrix interpretations of dimension two cannot orient this ...
In this article we present a transformation from untyped applicative term rewrite systems to functional term rewrite systems that preserves and reflects ...
Feb 18, 2011 · In earlier work we introduced an uncurrying transformation which is termination preserving and reflecting. In this paper we investigate how ...
First-order applicative term rewriting systems provide a natural framework for modeling higher-order aspects. In earlier work we introduced an uncurrying ...