Abstract
Tiling, a key transformation for optimizing programs, has been widely studied in literature. Parameterized tiled code is important for auto-tuning systems since they often execute a large number of runs with dynamically varied tile sizes. Previous work on tiled code generation has addressed parameterized tiling for the sequential context, and the parallel case with fixed compile-time constants for tile sizes. In this paper, we revisit the problem of generating tiled code using parametric tile sizes. We develop a systematic approach to formulate tiling transformations through manipulation of linear inequalities and develop a novel approach to overcoming the fundamental obstacle faced by previous approaches regarding generation of parallel parameterized tiled code. To the best of our knowledge, the approach proposed in this paper is the first compile-time solution to the problem of parallel parameterized code generation for affine imperfectly nested loops. Experimental results demonstrate the effectiveness of the implemented system.
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