On the non-unit count of interval graphs

Apke, Alexander and Schrader, Rainer (2014) On the non-unit count of interval graphs.
To appear in: Discrete Applied Mathematics.

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We introduce the non-unit count of an interval graph as the minimum number of intervals in an interval representation whose lengths deviate from one. We characterize a variant of the non-unit count (where all interval lengths are required to be at least one) and graphs with non-unit count 1.

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Deposit Information:
Depositing User: Rainer Schrader
Date Deposited: 03 Apr 2014 09:40
Last Modified: 15 Oct 2015 15:40
URI: http://e-archive.informatik.uni-koeln.de/id/eprint/776

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