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[University of Szeged]
Research>>> Acta Cybernetica>>> Previous Volumes>>> Magyarul

Remarks on the Interval Number of Graphs

 

 

  A. Pluhár gif


Abstract:

  The interval number of a graph is the least natural number such that is the intersection graph of sets, each of which is the union of at most intervals. Here we propose a family of representations for the graph , which yield the well-known upper bound , where is the maximum degree of . The extremal graphs for even are also described, and the upper bound on the interval number in terms of the number of edges of is improved.

 Gyenizse Pal 1996. Augusztus 29. Csütörtök 10:00:45 MET DST

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