This paper makes a contribution in bridging the theory and practice of the polyhedral model for designing parallel algorithms. Although the theory of polyhedral model is well developed, designers of massively parallel algorithms are unable to benefit from the theory due to the lack of software tools that incorporate the wide range of transformations that are possible in the model. The Uniformization tool that we developed was the first to integrate a number of techniques and to completely automate the transformation step allowing designers to explore a wide range of feasible designs from high-level specifications
To be published in 10th international conference on Sampling Theory and Applications - Full papersIn...
A mathematical model based on polyhedra (the so-called “polyhedron model”) serves as a foundation fo...
If computational geometry should play an important role in the professional environment (e.g. graphi...
This paper makes a contribution in bridging the theory and practice of the polyhedral model for des...
The theory of synthesis for designing regular array architectures has been established for some time...
2013 Spring.Includes bibliographical references.With the introduction of multi-core processors, moti...
Computers become increasingly complex. Current and future systems feature configurable hardware, mul...
The Polyhedral Model is one of the most powerful framework for automatic optimization and paralleliz...
The polyhedral model for loop parallelization has proved to be an effective tool for ad-vanced optim...
Abstract. The polyhedral model is a powerful framework for automatic optimization and parallelizatio...
On modern architectures, a missed optimization can translate into performance degradations reaching ...
Polyhedral compilation is widely used in high-level synthesis tools and in production compilers such...
The paper is concerned with the uniformization of a system of affine recurrence equations. This tra...
International audienceThe polyhedral model is a powerful framework for automatic optimization and pa...
Abstract—The polyhedral model is an algebraic framework for affine program representations and trans...
To be published in 10th international conference on Sampling Theory and Applications - Full papersIn...
A mathematical model based on polyhedra (the so-called “polyhedron model”) serves as a foundation fo...
If computational geometry should play an important role in the professional environment (e.g. graphi...
This paper makes a contribution in bridging the theory and practice of the polyhedral model for des...
The theory of synthesis for designing regular array architectures has been established for some time...
2013 Spring.Includes bibliographical references.With the introduction of multi-core processors, moti...
Computers become increasingly complex. Current and future systems feature configurable hardware, mul...
The Polyhedral Model is one of the most powerful framework for automatic optimization and paralleliz...
The polyhedral model for loop parallelization has proved to be an effective tool for ad-vanced optim...
Abstract. The polyhedral model is a powerful framework for automatic optimization and parallelizatio...
On modern architectures, a missed optimization can translate into performance degradations reaching ...
Polyhedral compilation is widely used in high-level synthesis tools and in production compilers such...
The paper is concerned with the uniformization of a system of affine recurrence equations. This tra...
International audienceThe polyhedral model is a powerful framework for automatic optimization and pa...
Abstract—The polyhedral model is an algebraic framework for affine program representations and trans...
To be published in 10th international conference on Sampling Theory and Applications - Full papersIn...
A mathematical model based on polyhedra (the so-called “polyhedron model”) serves as a foundation fo...
If computational geometry should play an important role in the professional environment (e.g. graphi...