Further results on super edge-magic total labeling of extended w-trees

Authors

  • Javaid M.
  • Bhatti A.A.
  • Hussain M.

Abstract

In 1970's Kotzig and Rosa conjectured that every tree is edge-magic. Enomoto et al. in 1980, proposed the conjecture that every tree is super edge-magic total. Javaid et. al [15,16,19] defined w-tree and extended w-tree. They proved some results related to super edge-magic total labeling of w-trees and extended w-trees. In this paper we prove some more results related to super edge-magic total labeling on extended w-trees, isomorphic and non-isomorphic copies of extended w-trees.

Published

2016-06-09

How to Cite

Javaid M., Bhatti A.A., & Hussain M. (2016). Further results on super edge-magic total labeling of extended w-trees. Utilitas Mathematica, 100. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/1119

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