On the smallest parallel quadrangulation with minimum degree 3

On the smallest parallel quadrangulation with minimum degree 3

WAIT Workshop on the Advances of Information Technology (2015), 41-43 The identity of the smallest quadrangulation with minimum degree 3 also containing parallel edges is unknown. However, it has already been determined that its order (the number of vertices) is between 11 and 14. This paper narrows...

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Hauptverfasser: Kapolnai, Richard, Domokos, Gabor, Szeberenyi, Imre
Format: Artikel
Sprache:eng
Schlagworte:
Mathematics - Combinatorics
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Zusammenfassung:WAIT Workshop on the Advances of Information Technology (2015), 41-43 The identity of the smallest quadrangulation with minimum degree 3 also containing parallel edges is unknown. However, it has already been determined that its order (the number of vertices) is between 11 and 14. This paper narrows this domain by showing that the order is at least 12.
DOI:10.48550/arxiv.1711.04033