Hierarchical overlapped tiling

Autor: David Padua, Jean-Pierre Giacalone, Yang Ni, María Jesús Garzarán, Robert H. Kuhn, Xing Zhou
Rok vydání: 2012
Předmět:
Zdroj: CGO
DOI: 10.1145/2259016.2259044
Popis: This paper introduces hierarchical overlapped tiling, a transformation that applies loop tiling and fusion to conventional loops. Overlapped tiling is a useful transformation to reduce communication overhead, but it may also generate a significant amount of redundant computation. Hierarchical overlapped tiling performs overlapped tiling hierarchically to balance communication overhead and redundant computation, and thus has the potential to provide better performance.In this paper, we describe the hierarchical overlapped tiling optimization and its implementation in an OpenCL compiler. We also evaluate the effectiveness of this optimization using 8 programs that implement different forms of stencil computation. Our results show that hierarchical overlapped tiling achieves an average 37% speedup over traditional tiling on a 32-core workstation.
Databáze: OpenAIRE