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Showing 1 to 2 of 2 for “"Polyedermodell"”.
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Code Optimization in the Polyhedron Model - Improving the Efficiency of Parallel Loop Nests
A safe basis for automatic loop parallelization is the polyhedron model which represents the iteration domain of a loop nest as a polyhedron in $\mathbb{Z}^n$. However, turning the parallel loop program in the model to efficient code meets with several obstacles, due to which performance may …
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The Challenges of Non-linear Parameters and Variables in Automatic Loop Parallelisation
With the rise of manycore processors, parallelism is becoming a mainstream necessity. Unfortunately, parallel programming is inherently more difficult than sequential programming; therefore, techniques for automatic parallelisation will become indispensable. We aim at extending the well-known …