Radio Mean Gd-distance Number Of Some Cycle Related Graphs

Registration ID: IJNRD_201063

Published ID: IJNRD2307139

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k.john bosco , R.Aldlin Queen

Gd-distance, Radio Mean Gd-distance, Radio mean Gd-distance number.

A Radio Mean Gd-distance labeling of a connected graph G is an injective map f from the vertex set V(G) to ℕ such that for two distinct vertices u and v of G, d^Gd (u,v)+⌈(f(u)+f(v))/2⌉≥1+〖diam〗^Gd (G), where d^Gd (u,v) denotes the Gd-distance between u and v and 〖diam〗^Gd (G) denotes the Gd-diameter of G. The Radio Mean Gd-distance number of f, 〖rmn〗^Gd (f) is the maximum label assigned to any vertex of G. The Radio Mean Gd-distance number of G, 〖rmn〗^Gd (G) is the minimum value f of G. In this paper we find the radio mean Gd-distance number of some cycle related graphs.

Published Paper   E-Certificate

k.john bosco & R.Aldlin Queen (July-2023). Radio Mean Gd-distance Number Of Some Cycle Related Graphs. INTERNATIONAL JOURNAL OF NOVEL RESEARCH AND DEVELOPMENT, 8(7), b366-b371. https://ijnrd.org/papers/IJNRD2307139.pdf

Volume 8 Issue 7, July-2023

Pages : b366-b371

Paper Reg. ID: IJNRD_201063

Published Paper Id: IJNRD2307139

Downloads: 000121982

Research Area: Mathematics

Country: thoothoor/ K.K.Dist, tamil nadu, India

Published Paper PDF: https://ijnrd.org/papers/IJNRD2307139.pdf

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