Enumeration of labelled flower wheel graphs | Applied Discrete Mathematics. Supplement. 2016. № 9.

Enumeration of labelled flower wheel graphs

The exact formula is obtained for the number of labelled flower wheel graphs with the given numbers of vertices and petals.

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Keywords

корневой граф, граф колесо, цветочно-колёсный граф, rooted graph, wheel graph, flower wheel graph

Authors

NameOrganizationE-mail
Voblyi V.A.MSTUvitvobl@yandex.ru
Meleshko A. K.MSTUakmeleshko@gmail.com
Всего: 2

References

Харари Ф, Палмер Э. Перечисление графов. М.: Мир, 1977.
Bhatti A A., Nisar A., and Kanwal M. Radio number of wheel like graphs // Int. J. Graph Theory in Wireless ad hoc Networks and Sensor Networks. 2011. No. 4. P. 39-57.
Brankovic L., Lopez N., Miller M., and Sebe F. Triangle randomization for social network data anonymization // Ars Math. Contemporanea. 2014. V. 7. No. 2. P. 461-477.
Jin Y.-L. Enumeration of labelled connected graphs and Euler graphs with only one cut vertex // Yokohama Math. J. 1977. No. 45. P. 125-134.
Selkow SM. The enumeration of labeled graphs by number of cutpoints // Discr. Math. 1998. No. 185. P. 183-191.
 Enumeration of labelled flower wheel graphs | Applied Discrete Mathematics. Supplement. 2016. № 9.

Enumeration of labelled flower wheel graphs | Applied Discrete Mathematics. Supplement. 2016. № 9.

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