In this paper, we extend the notions of rst-order conditional rewrite systems and higher-order rewrite systems to obtain higher-order conditional rewriting. Such rewrite systems can be used to directly express many operations in theo-rem proving and functional programming. We then illustrate that these rewrite systems can be naturally specied and implemented in a higher-order logic pro-gramming language. This paper was presented at the Third International Work-shop on Extensions of Logic Programming, February 1992.
We investigate one of the classical problems of the theory of term rewriting, namely termination. W...
Abstract. We describe a new approach to higher-order narrowing computations ina class of systems sui...
We study Higher-Order Rewrite Systems (HRSs) which extend term rewriting to -terms. HRSs can descri...
Term rewriting has proven to be an important technique in theorem proving. In this paper, we illustr...
textabstractIn this paper a translation from a subclass of logic programs consisting of the simply m...
We develop an effective model for higher-order functional-logic programming by refining higher-order...
Contribution à un ouvrage.This chapter introduces term rewriting and some of its applications from d...
In this paper we give a semantics of higher-order functional-logic programming in the framework of t...
The objective of this thesis is to provide a formal basis for higher-order features in the paradigm ...
AbstractA conditional term rewriting system is called logical if it has the same logical strength as...
Abstract. Although higher-order rewrite systems (HRS) seem to have a first-order flavor, the direct ...
AbstractThe Rewriting Calculus has been proposed as a language for defining term rewriting strategie...
International audienceFormal systems that describe computations over syntactic structures occur freq...
Abstract. A refinement calculus provides a method for transforming specifica-tions to executable cod...
AbstractFor reasons of efficiency, term rewriting is usually implemented by graph rewriting. Barendr...
We investigate one of the classical problems of the theory of term rewriting, namely termination. W...
Abstract. We describe a new approach to higher-order narrowing computations ina class of systems sui...
We study Higher-Order Rewrite Systems (HRSs) which extend term rewriting to -terms. HRSs can descri...
Term rewriting has proven to be an important technique in theorem proving. In this paper, we illustr...
textabstractIn this paper a translation from a subclass of logic programs consisting of the simply m...
We develop an effective model for higher-order functional-logic programming by refining higher-order...
Contribution à un ouvrage.This chapter introduces term rewriting and some of its applications from d...
In this paper we give a semantics of higher-order functional-logic programming in the framework of t...
The objective of this thesis is to provide a formal basis for higher-order features in the paradigm ...
AbstractA conditional term rewriting system is called logical if it has the same logical strength as...
Abstract. Although higher-order rewrite systems (HRS) seem to have a first-order flavor, the direct ...
AbstractThe Rewriting Calculus has been proposed as a language for defining term rewriting strategie...
International audienceFormal systems that describe computations over syntactic structures occur freq...
Abstract. A refinement calculus provides a method for transforming specifica-tions to executable cod...
AbstractFor reasons of efficiency, term rewriting is usually implemented by graph rewriting. Barendr...
We investigate one of the classical problems of the theory of term rewriting, namely termination. W...
Abstract. We describe a new approach to higher-order narrowing computations ina class of systems sui...
We study Higher-Order Rewrite Systems (HRSs) which extend term rewriting to -terms. HRSs can descri...