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Extensional and Intensional Strategies

Identifieur interne : 002E93 ( Main/Exploration ); précédent : 002E92; suivant : 002E94

Extensional and Intensional Strategies

Auteurs : Tony Bourdier [France] ; Horatiu Cirstea [France] ; Daniel Dougherty [États-Unis] ; Hélène Kirchner [France]

Source :

RBID : Hal:inria-00494636

Abstract

This paper is a contribution to the theoretical foundations of strategies. We first present a general definition of abstract strategies which is extensional in the sense that a strategy is defined explicitly as a set of derivations of an abstract reduction system. We then move to a more intensional definition supporting the abstract view but more operational in the sense that it describes a means for determining such a set. We characterize the class of extensional strategies that can be defined intensionally. We also give some hints towards a logical characterization of intensional strategies and propose a few challenging perspectives.

Url:
DOI: 10.4204/EPTCS.15.1


Affiliations:


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<div type="abstract" xml:lang="en">This paper is a contribution to the theoretical foundations of strategies. We first present a general definition of abstract strategies which is extensional in the sense that a strategy is defined explicitly as a set of derivations of an abstract reduction system. We then move to a more intensional definition supporting the abstract view but more operational in the sense that it describes a means for determining such a set. We characterize the class of extensional strategies that can be defined intensionally. We also give some hints towards a logical characterization of intensional strategies and propose a few challenging perspectives.</div>
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