Antimagicness of subdivided fans

Antimagicness of subdivided fans

A graph \(\Gamma\) (simple, finite, undirected) with an \(\Omega\)-covering has an \((\alpha,\delta)\)-\(\Omega\)-antimagic labeling if the weights of all subgraphs \(\Omega\) of graph \(\Gamma\) constitute an arithmetic progression with the common difference \(\delta\). Such a~graph is called super...

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Bibliographic Details
Main Authors: Afshan Tabassum, Muhammad Awais Umar, Muzamil Perveen, Abdul Raheem
Format: Article
Language:English
Published: Ptolemy Scientific Research Press 2020-02-01
Series:Open Journal of Mathematical Sciences
Subjects:
\(\omega\)-covering
super \((\alpha
\delta)\)-\(\omega\)-antimagic graph
cycle-antimagic
super cycle-antimagic
fan graphs.
Online Access:https://pisrt.org/psr-press/journals/oms-vol-4-2020/antimagicness-of-subdivided-fans/

Internet

https://pisrt.org/psr-press/journals/oms-vol-4-2020/antimagicness-of-subdivided-fans/

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