2009Journal of Shanxi UniversityRequires access

Lower Bounds on the Arc-strong Connectivity of Digraphs

Shangwei Lin

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Abstract

Since interconnection networks are often modeled by digraphs,the arc-strong connectivity of a digraph is an important measurement for fault tolerance of networks.In this paper,we present lower bounds on the arc-strong connectivity of a digraph,which are expressed in terms of the degree sequence.

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Since interconnection networks are often modeled by digraphs,the arc-strong connectivity of a digraph is an important measurement for fault tolerance of networks.In this paper,we present lower bounds on the arc-strong connectivity of a digraph,which are expressed in terms of the degree sequence.

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Available abstract

Since interconnection networks are often modeled by digraphs,the arc-strong connectivity of a digraph is an important measurement for fault tolerance of networks.In this paper,we present lower bounds on the arc-strong connectivity of a digraph,which are expressed in terms of the degree sequence.

Key concepts: Digraph, Arc (geometry), Interconnection, Degree (music), Sequence (biology), Computer science, Combinatorics, Mathematics

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