On Longest Cycles and Strongly Linking Vertex Sets

Fa├čbender, Bert (1989) On Longest Cycles and Strongly Linking Vertex Sets.
Published in: Journal of Graph Theory Vol. 13 (6). pp. 697-702.

Abstract

Let G be a simple non-hamiltonian graph, let C be a longest cycle in G, and let p be a positive integer. By considering a special form of connectivity, we obtain a sufficient condition on degrees for the non-existence of (p-1)-path-connected components in G-C.


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Content information:
Item Type: Article
Citations: No citation data.
Uncontrolled Keywords: longest cycle non-hamiltonian graph
Subjects:
  • 05-XX Combinatorics > 05Cxx Graph theory > 05C38 Paths and cycles

  • Divisions: Mathematical Institute
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    Deposit Information:
    ZAIK Number: zpr88-057
    Depositing User: Bert Fa├čbender
    Date Deposited: 02 Apr 2001 00:00
    Last Modified: 24 Oct 2011 14:13
    URI: http://e-archive.informatik.uni-koeln.de/id/eprint/57