Many affine loop nest analysis and optimization techniques are based on the well-known polyhedral model framework. Namely, iterations and array references are represented by integer points in bounded polyhedra, or Z-polyhedra. In this tool demonstration paper, we present our library ZPoly-Trans dealing with: (i) computing integer affine transforma-tions of Z-polyhedra, (ii) counting integer solutions to such transformations
Cette thèse est centrée sur les objets mathématiques formés de l'intersection entre un polyèdre rati...
Abstract. Automatic, model-based program transformation relies on the ability to generate code from ...
The polytope model is one possible (mathematical) basis for par-allelizing sequential computer progr...
International audienceThe polyhedral model is a well-known compiler optimization framework for the a...
The polyhedral model is a well-known framework for the analysis and transformation of affine loop ne...
Le modèle polyédrique est un formalisme utilisé en optimisation automatique de programmes. Il permet...
The Polyhedral Model represents a nested loop program using sets and relations of tuples of integers...
Le modèle polyédrique est un formalisme utilisé en optimisation automatique de programmes. Il permet...
International audienceThere may be a huge gap between the statements outlined by programmers in a pr...
Optimizing parallel compilers need to be able to analyze nested loop programs with parametric affine...
Supercompilers perform complex program transformations which often result in new loop bounds. This p...
Integer optimization is a powerful modeling tool both for problems of practical and more abstract or...
The polyhedral model has been successfully used in production compilers. Nevertheless, only a very r...
HAL is a multi-disciplinary open access archive for the deposit and dissemination of sci-entific res...
The polyhedral model provides techniques to optimize Static Control Programs (SCoP) using some compl...
Cette thèse est centrée sur les objets mathématiques formés de l'intersection entre un polyèdre rati...
Abstract. Automatic, model-based program transformation relies on the ability to generate code from ...
The polytope model is one possible (mathematical) basis for par-allelizing sequential computer progr...
International audienceThe polyhedral model is a well-known compiler optimization framework for the a...
The polyhedral model is a well-known framework for the analysis and transformation of affine loop ne...
Le modèle polyédrique est un formalisme utilisé en optimisation automatique de programmes. Il permet...
The Polyhedral Model represents a nested loop program using sets and relations of tuples of integers...
Le modèle polyédrique est un formalisme utilisé en optimisation automatique de programmes. Il permet...
International audienceThere may be a huge gap between the statements outlined by programmers in a pr...
Optimizing parallel compilers need to be able to analyze nested loop programs with parametric affine...
Supercompilers perform complex program transformations which often result in new loop bounds. This p...
Integer optimization is a powerful modeling tool both for problems of practical and more abstract or...
The polyhedral model has been successfully used in production compilers. Nevertheless, only a very r...
HAL is a multi-disciplinary open access archive for the deposit and dissemination of sci-entific res...
The polyhedral model provides techniques to optimize Static Control Programs (SCoP) using some compl...
Cette thèse est centrée sur les objets mathématiques formés de l'intersection entre un polyèdre rati...
Abstract. Automatic, model-based program transformation relies on the ability to generate code from ...
The polytope model is one possible (mathematical) basis for par-allelizing sequential computer progr...