2002Unpublished venueRequires access

Further results for improving loop interchange in non-adjacent and imperfectly nested loops

Tsung-Chuan Huang, Chengming Yang

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Abstract

Loop interchange is a powerful restructuring technique for supporting vectorization and parallelization. We propose an improved technique to determine whether loops can be interchanged between two non adjacent loops. We also present a method for determining whether we can directly make loop interchange on an imperfectly nested loop. Some experimental results are also presented to show the effectiveness of the method.

About this research paper

What this paper is about

Loop interchange is a powerful restructuring technique for supporting vectorization and parallelization. We propose an improved technique to determine whether loops can be interchanged between two non adjacent loops. We also present a method for determining whether we can directly make loop interchange on an imperfectly nested loop. Some experimental results are also presented to show the effectiveness of the method.

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Available abstract

Loop interchange is a powerful restructuring technique for supporting vectorization and parallelization. We propose an improved technique to determine whether loops can be interchanged between two non adjacent loops. We also present a method for determining whether we can directly make loop interchange on an imperfectly nested loop. Some experimental results are also presented to show the effectiveness of the method.

Key concepts: Nested loop join, Loop (graph theory), Loop fission, Restructuring, Computer science, Loop fusion, Nested set model, Vectorization (mathematics)

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