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Research Article Open access CC BY 4.0

The Minimum Superior Eccentric Dominating Energy of Graphs

R. Tejaskumar, A. Mohamed Ismayil

Asian Research Journal of Mathematics · pp. 233–241 · Published 21 Jul 2023

10.9734/arjom/2023/v19i9715

Abstract

For a graph  G = (V, E) of order K2 the minimum superior eccentric dominating energy SEed(G) is the sum of the eigen values obtained from the minimum superior eccentric dominating K x K matrix Ased (G) = (Seij) In this paper SEed(G) of standard graphs are computed. Properties, upper and lower bounds for SEed(G) are established.

Superior eccentricity superior eccentric vertex minimum superior eccentric dominating set superior eccentric dominating eigen values minimum superior eccentric dominating energy

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