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2017•Unpublished venueRequires access

The Arcs Fault-Tolerance for 4-Pancyclic Properties of Unidirectional Hypercubes

Chun‐Nan Hung, Tzu-Liang Kung, Lih‐Hsing Hsu, Kevin Chen, Shi Zhe Lai

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Abstract

The study of pancyclicity is an important topic in studying the structures of interconnection networks. Indeed, many advanced results have been obtained for undirected interconnection networks. However, much less is known for the directed counterparts. In this paper, we will construct the fault-free cycles with various length for arcs fault-tolerance of unidirectional hypercubes.

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What this paper is about

The study of pancyclicity is an important topic in studying the structures of interconnection networks. Indeed, many advanced results have been obtained for undirected interconnection networks. However, much less is known for the directed counterparts. In this paper, we will construct the fault-free cycles with various length for arcs fault-tolerance of unidirectional hypercubes.

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Available abstract

The study of pancyclicity is an important topic in studying the structures of interconnection networks. Indeed, many advanced results have been obtained for undirected interconnection networks. However, much less is known for the directed counterparts. In this paper, we will construct the fault-free cycles with various length for arcs fault-tolerance of unidirectional hypercubes.

Key concepts: Hypercube, Interconnection, Fault tolerance, Construct (python library), Computer science, Parallel computing, Distributed computing, Theoretical computer science

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