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Reflection of Duplicating Operations in the Graphs Pn and Pn∘K1 Based on the F-Centroidal Meanness Property

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  • A. Rajesh Kannan
  • K. Loganathan
  • P. Usha
  • Balachandra Pattanaik
  • R. Sundareswaran

Abstract

A graph admits flooring function of centroidal meanness property if its injective node assignment Λ is from 1 to 1+q along with bijective link assignment Λ⋆uv=⌊1/3Γu,vΛu2+Γu,v2+Λv2⌋, where Γu,v=Λu+Λv, is from 1 to q. We examined the flooring function of centroidal meanness values of a few duplicates yielded graphs in this context.

Suggested Citation

  • A. Rajesh Kannan & K. Loganathan & P. Usha & Balachandra Pattanaik & R. Sundareswaran, 2024. "Reflection of Duplicating Operations in the Graphs Pn and Pn∘K1 Based on the F-Centroidal Meanness Property," Journal of Mathematics, Hindawi, vol. 2024, pages 1-9, September.
    • Handle: RePEc:hin:jjmath:2691033
    DOI: 10.1155/2024/2691033
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