Minimum Eccentric Dominating Energy of Graphs
R. Tejaskumar, A. Mohamed Ismayil, Δ°van Gutman Β· International Journal of Mathematics Trends and Technology Β· 2023
In this paper, for a graph πΊ = (π, πΈ) of order π, the minimum eccentric dominating energy πΌππ(πΊ) is the sum of the eigenvalues obtained from the minimum eccentric dominating π Γ π matrix πΈππ(πΊ). πΌππ(πΊ) of standard graphs are computed. Properties, upper and lower bounds for πΌππ(πΊ) are established.