Fault diameter of hypercubes with hybrid node and link faults

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Title:	Fault diameter of hypercubes with hybrid node and link faults
Authors:	Kung, Tzu-Liang;Lin, Cheng-Kuan;Liang, Tyne;Hsu, Li-Yen;Tan, Jimmy J.M.
Contributors:	Department of Computer Science and Information Engineering
Keywords:	Fault tolerance;Geometry;Interconnection networks;Conditional fault;Diameter;Fault diameter;Fault-free nodes;Hyper-cubes;Hypercube
Date:	2009
Issue Date:	2010-04-07 13:27:20 (UTC+0)
Publisher:	Asia University
Abstract:	In this paper we study the fault diameter of the n-dimensional hypercube (or n-cube for short), Q<inf>n</inf>, for n ≥ 3. Let F be a set of hybrid node-faults and/or link-faults in Q<inf>n</inf> such that every node of Q<inf>n</inf> is still connected to at least one fault-free node by a fault-free link. Then we compute the exact diameter of Q<inf>n</inf> - F for/F/&le 2n - 3. As an immediate consequence, our result improves upon those presented by S. Latifi (1993), in which only node-faults were addressed. © 2009 World Scientific Publishing Company.
Relation:	Journal of Interconnection Networks 10(3) :233-242
Appears in Collections:	[Department of Computer Science and Information Engineering] Journal Artical

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