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Discrete Mathematics Algorithms and Applications

Article . 2017 . Peer-reviewed

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Counting and enumerating unlabeled split–indifference graphs

descriptionPublicationkeyboard_double_arrow_right Article 01 Aug 2017Publisher:World Scientific Pub Co Pte LtdJournal:Discrete Mathematics, Algorithms and Applications, volume 9, page 1,750,055 (issn: 1793-8309, eissn: 1793-8317,

Authors: Lilian Markenzon; Christina F. E. M. Waga;

doi: 10.1142/s1793830917500550

Counting and enumerating unlabeled split–indifference graphs

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Abstract

We present in this paper a code for the class of unlabeled split–indifference graphs. This codification allows us to establish the exact number of elements of the class up to isomorphism. In order to obtain this result, structural properties of the class are explored, including a new approach for the characterization theorem.

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