Tiling for Heterogeneous Computing Platforms Ecole Normale Supérieure De Lyon Tiling for Heterogeneous Computing Platforms Tiling for Heterogeneous Computing Platforms

Stati Tiling for Heterogeneous Computing Platforms

Tiling for Heterogeneous Computing Platforms

In the framework of fully permutable loops, tiling has been extensively studied as a sourceto-source program transformation. However, little work has been devoted to the mapping and scheduling of the tiles on physical processors. Moreover, targeting heterogeneous computing platforms has, to the best of our knowledge, never been considered. In this paper we extend tiling techniques to the contex...

Static tiling for heterogeneous computing platforms

In the framework of fully permutable loops, tiling has been extensively studied as a sourceto-source program transformation. However, little work has been devoted to the mapping and scheduling of the tiles on physical processors. Moreover, targeting heterogeneous computing platforms has to the best of our knowledge, never been considered. In this paper we extend static tiling techniques to the ...

Combining Retiming and Scheduling Techniques for Loop Parallelization and Loop Tiling Ecole Normale Supérieure De Lyon Combining Retiming and Scheduling Techniques for Loop Parallelization and Loop Tiling Combining Retiming and Scheduling Techniques for Loop Parallelization and Loop Tiling

Tiling is a technique used for exploitingmedium grain parallelism in nested loops It relies on a rst step that detects sets of permutable nested loops All algorithms developed so far consider the statements of the loop body as a single block in other words they are not able to take advantage of the structure of dependences between di erent statements In this report we overcome this limitation b...

Ecole Normale Supérieure de Lyon

We study some decision problems concerning the tiling of the plane with Wang tiles We present a proof for the undecidability of the tiling problem for the whole plane and also for the periodic tiling In these poofs an aperiodic tile set is constructed We are interested in the second part in the link between the cardinality of possible tilings of the plane with a given tile set and the existence...