PMC-Graphs Derived from Cycles
Resumo
This research paper examines the PMC-labeling behaviour of some graphs, like the pagoda graph, antiweb-gear graph, spherical graph, alternate
triangular cycle, alternate quadrilateral cycle, balloon of triangular snake and balloon of quadrilateral snake.
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Referências
Adalja, D. G. and Ghodasara, G. V., Sum divisor cordial labeling in the context of duplication of graph elements,
Mathematics Today, 35, 61–83, (2019).
Afzal, H. U., On super edge-magicness of two special families of graphs, Util. Math., 97, 97–108, (2015).
Baskar Babujee, J., Prime labelings on graphs, Proc. Jangjeon Math. Soc., 10, 121–129, (2007).
Chartrand, G., Erwin, D., Zhang, P., and Harary, F., Radio labelings of graphs, Bull. Inst. Combin. Appl., 33, 77–85,
(2001).
Daoud, S. N. and Mohamed, K., The complexity of some families of cycle-related graphs, Journal of Taibah University
for Science, 293, 1–24, (2016).
Mathematics Today, 35, 61–83, (2019).
Afzal, H. U., On super edge-magicness of two special families of graphs, Util. Math., 97, 97–108, (2015).
Baskar Babujee, J., Prime labelings on graphs, Proc. Jangjeon Math. Soc., 10, 121–129, (2007).
Chartrand, G., Erwin, D., Zhang, P., and Harary, F., Radio labelings of graphs, Bull. Inst. Combin. Appl., 33, 77–85,
(2001).
Daoud, S. N. and Mohamed, K., The complexity of some families of cycle-related graphs, Journal of Taibah University
for Science, 293, 1–24, (2016).
Publicado
2025-07-13
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