The PRAM model of parallel computation is examined with respect to wordsize, the number of bits which can be held in each global memory cell. First, adversary arguments are used to show the incomparability of certain ...
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Let T be a collection of data templates of an N × N matrix, T = {row, column, forward diagonal, backward diagonal}. In the context of parallel processing, the question of whether it is possible or not for a paral...
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We show that the several problems, whose complexity with respect P and NC was open, are equivalent under NC-reductions. These include: (1) Finding the optimal solution of a two-variable integer program;(2) Determining...
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We present parallelalgorithms for evaluating game trees. These algorithmsparallelize the "left-To-right" sequential algorithm for evaluating AND]OR trees and the α-β pruning procedure for evaluating MIN/...
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A family of VLSI architectures for computing an (n 1 × n 2 × • • " × nd)-point multidimensional D1VF (MDDFT) over Zm, the ring of integers modulo M, is presented. These architectures achieve VLSI a...
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Consider a system of processing elements in which elements may administer tests to other elements. We show, surprisingly, that a constant, number of rounds of parallel testing are sufficient to identify all faults (in...
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An O(log 2 n) time, n2/logn processor as well as an O(log n) time, n3/log n processor CREW deterministic parallelalgorithms are presented for constructing Huffman codes from a given list of frequences. The time can b...
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This paper shows how n-node, e-edge graphs can be contracted in a manner similar to the parallel tree contraction algorithm due to Miller and Reif. We give an O((n + e)/lgn)-processor deterministic algorithm that cont...
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Our main result in this paper is a parallel algorithm for suffiz-prefix matching that has optimal speedup on a CRCW PRAM. It runs in time O(logn) using n/log n processors. This algorithm is important because we utihze...
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A technique for modeling the time-domain complexity of the implementation of an algorithm is described. The model includes algorithm-, architecture-, and technology-related parameters. The model is used here to compar...
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ISBN:
(纸本)0818619112
A technique for modeling the time-domain complexity of the implementation of an algorithm is described. The model includes algorithm-, architecture-, and technology-related parameters. The model is used here to compare architectures for various Fourier-transform-oriented algorithms;however, use of the model can point to possible changes in algorithm or architecture that will increase performance. The development of the model is discussed, and an analysis of five different Fourier-transform algorithms is given.
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