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Properties of a Model for Parallel Computations: Determinacy, Termination, Queueing

The work

AuthorsRichard M. Karp; Rayamond E. Miller
Editors
Typearticle
Year1966
Citekeykarp1966properties

Where it appeared

Published inSIAM Journal on Applied Mathematics
PublisherSociety for Industrial & Applied Mathematics (SIAM)
Volume14
Issue6
Pages1390--1411

Identifiers

DOI10.1137/0114108
ISSN0036-1399

From crossref.

Abstract

This paper gives a graph-theoretic model for the description and analysis of parallel computations. Within the model, computation steps correspond to nodes of a graph, and dependency between computation steps is represented by branches with which queues of data are associated. First, it is shown that each such computation graphGrepresents a unique computation, determined independently of operation times. Next, methods of determining whether such a computation terminates and of finding the number of performances of each computation step are developed. The maximal strongly connected subgraphs of G and the loops within these subgraphs play aooutnal role in this analysis. For example, use is made of the result that either every computation step within a strongly connected snbgroph of G is performed an infinite number of times, or none is. Finally, necessary and sufficient conditions for the lengths of data queues to remain bounded are derived.

How it got here

How it got hereagent via crossref
Added2026-10-25 20:54 UTC
Not denied bya person 2026-10-29 17:12 UTC

Cite it as

@article{karp1966properties,
  title        = {Properties of a Model for Parallel Computations: Determinacy, Termination, Queueing},
  author       = {Richard M. Karp and Rayamond E. Miller},
  year         = {1966},
  journal      = {SIAM Journal on Applied Mathematics},
  publisher    = {Society for Industrial \& Applied Mathematics (SIAM)},
  volume       = {14},
  number       = {6},
  pages        = {1390--1411},
  issn         = {0036-1399},
  doi          = {10.1137/0114108},
}

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