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Optimal scheduling of arithmetic operations in parallel with memory access (preliminary version)

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Published:01 January 1985Publication History

ABSTRACT

We propose a new machine model in which load operations can be performed in parallel with arithmetic operations by two separate functional units. For this model, the evaluation of expression trees is considered. An efficient algorithm to produce an optimal order of evaluation is described and analyzed. For a tree with n vertices the algorithm runs in time Ο(n log2n). If the arithmetic operations have at most two arguments, the complexity goes down to Ο(n logn).

References

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  2. [2] Aho, A. V., and Jonhson, S. C., "Optimal code generation for expression trees", JACM 23, 3 (Jul. 1976), 488-501. Google ScholarGoogle ScholarDigital LibraryDigital Library
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  5. [5] Li, H. F., "Scheduling trees in parallel /pipelined processing environments", IEEE transactions on computers, C-26, 11 (Nov. 1977), 1101-1112.Google ScholarGoogle ScholarDigital LibraryDigital Library
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  1. Optimal scheduling of arithmetic operations in parallel with memory access (preliminary version)

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                    cover image ACM Conferences
                    POPL '85: Proceedings of the 12th ACM SIGACT-SIGPLAN symposium on Principles of programming languages
                    January 1985
                    340 pages
                    ISBN:0897911474
                    DOI:10.1145/318593

                    Copyright © 1985 ACM

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                    Publication History

                    • Published: 1 January 1985

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