An optimal message routing algorithm for circulant networks
A k-circulant network G(n; h1, h2, ... ,hk) is an undirected graph. We present an optimal (i.e. using shortest paths) dynamic two-terminal message routing algorithm for k-circulant networks, k >/= 2. Instead of computing the shortest paths in advance or using routing tables, our algorithm uses on...
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Veröffentlicht in: | Journal of systems architecture 2006-05, Vol.52 (2), p.298 |
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creator | Dobravec, Tomaz Zerovnik, Janez Robic, Borut |
description | A k-circulant network G(n; h1, h2, ... ,hk) is an undirected graph. We present an optimal (i.e. using shortest paths) dynamic two-terminal message routing algorithm for k-circulant networks, k >/= 2. Instead of computing the shortest paths in advance or using routing tables, our algorithm uses only the address of the final destination to determine the next node to which the message must be sent in order to stay on one of the shortest paths to its destination. We introduce the restricted shortest paths, which are used by our routing algorithm, and present an efficient algorithm for their construction in 2-circulant graphs. |
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We present an optimal (i.e. using shortest paths) dynamic two-terminal message routing algorithm for k-circulant networks, k >/= 2. Instead of computing the shortest paths in advance or using routing tables, our algorithm uses only the address of the final destination to determine the next node to which the message must be sent in order to stay on one of the shortest paths to its destination. We introduce the restricted shortest paths, which are used by our routing algorithm, and present an efficient algorithm for their construction in 2-circulant graphs.</description><identifier>ISSN: 1383-7621</identifier><identifier>EISSN: 1873-6165</identifier><language>eng</language><publisher>Amsterdam: Elsevier Sequoia S.A</publisher><subject>Algorithms ; Computer networks ; Graph theory ; Graphs ; Routing ; Studies</subject><ispartof>Journal of systems architecture, 2006-05, Vol.52 (2), p.298</ispartof><rights>Copyright Elsevier Sequoia S.A. 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subjects | Algorithms Computer networks Graph theory Graphs Routing Studies |
title | An optimal message routing algorithm for circulant networks |
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