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Issue No.06 - June (1992 vol.41)
pp: 769-771
ABSTRACT
<p>S.H. Bokhari has studied the assignment of the modules of a parallel program to the processors of a multiple-computer system. He proposed algorithms to solve optimally the following problems: (1) partition chain-structured parallel or pipelined programs over chain-connected systems; (2) partition multiple chain-structured parallel or pipelined programs over single-host multiple satellite systems; (3) partition multiple arbitrarily structured serial programs over single-host multiple-satellite systems; (4) partition single-tree structured parallel or pipelined programs over single-host multiple identical satellite systems. The authors solve here problem 1 by dynamic programming and problem 2 by sorting and using bisection search for the bottleneck value. They also note that Bokhari's algorithms for problems 3 and 4 can be improved by using recent results of G. Gallo et al. (1989), and by implementing E.W. Dijkstra's (1959) algorithm, which is used as a subroutine, with a heap structure. The time complexity of all algorithms is thus reduced.</p>
INDEX TERMS
partitioning problems; parallel; pipelined; distributed computing; parallel program; bottleneck value; time complexity; computational complexity; parallel programming.
CITATION
P. Hansen, K.W. Lih, "Improved Algorithms for Partitioning Problems in Parallel, Pipelined, and Distributed Computing", IEEE Transactions on Computers, vol.41, no. 6, pp. 769-771, June 1992, doi:10.1109/12.144628
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