The polyhedral model is a well developed formalism and has been extensively used in a variety of contexts viz. the automatic parallelization of loop programs, ...
The polyhedral model is extensively used for analyses and transformations of regular loop programs, one of the most im- portant being automatic parallelization.
We prove the required closure properties using a novel representation and interpretation of Z- polyhedra. In addition, we also prove closure in the Z-polyhedral.
This work provides the extension to ⁰-polyhedra which are the intersection of polyhedra and lattices and proves closure in the -polyhedral model under ...
We present the scheduling analysis for the automatic parallelization of programs in the Z-polyhedral model, and obtain multidimensional schedules through an ILP ...
A Z-polyhedron is the intersection of an integer polyhedron with an integer lattice, which allows us to manage more easily regular holes inside its domain and ...
Sep 28, 2006 · Abstra t. The polyhedral model is a well developed formalism for the spe i ation, analysis and transformation of regular loop programs.
We present the scheduling analysis for the automatic paral- lelization of programs in the Z-polyhedral model, and obtain multidimensional schedules through an ...
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Abstract: The polyhedral model is a well developed formalism and has been extensively used in a variety of contexts viz. the automatic parallelization of loop ...
PDF | The polyhedral model is extensively used for analyses and transformations of regular loop programs, one of the most im- portant being automatic.