Quasi-interpretation: a way to control ressources
Identifieur interne : 003E84 ( Hal/Curation ); précédent : 003E83; suivant : 003E85Quasi-interpretation: a way to control ressources
Auteurs : Guillaume Bonfante [France] ; Jean-Yves Marion [France] ; Jean-Yves Moyen [France]Source :
Descripteurs français
Abstract
This paper presents in a reasoned way our works on resource analysis by quasi-interpretations. The controlled resources are typically the runtime, the runspace or the size of a result in a program execution. Quasi-interpretations assign to each program symbol a numerical function which is compatible with the computational semantics. The quasi-interpretation method offers several advantages. It allows to predict system complexity, may provide hints in order to optimize the execution, it gives resource certificates, and finally, can be automated. We propose a method to determine if a program admits or not a quasi-interpretation in a broad class which is relevant for feasible computations. By combining the quasi-interpretation method with termination tools (here term orderings), we have obtained several characterizations of complexity classes starting from Ptime and Pspace.
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<front><div type="abstract" xml:lang="en">This paper presents in a reasoned way our works on resource analysis by quasi-interpretations. The controlled resources are typically the runtime, the runspace or the size of a result in a program execution. Quasi-interpretations assign to each program symbol a numerical function which is compatible with the computational semantics. The quasi-interpretation method offers several advantages. It allows to predict system complexity, may provide hints in order to optimize the execution, it gives resource certificates, and finally, can be automated. We propose a method to determine if a program admits or not a quasi-interpretation in a broad class which is relevant for feasible computations. By combining the quasi-interpretation method with termination tools (here term orderings), we have obtained several characterizations of complexity classes starting from Ptime and Pspace.</div>
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