P. Dankelmann, W. Goddard and C. S. Swart, “The Average Eccentricity of a Graph and Its Subgraphs,” Utilitas Final Copy, Vol. 65, 2004, pp. 41-51.
has been cited by the following article:
TITLE: New Bounds for Zagreb Eccentricity Indices
AUTHORS: Nilanjan De
KEYWORDS: Vertex Degree; Eccentricity; Zagreb Eccentricity Indices
JOURNAL NAME: Open Journal of Discrete Mathematics, Vol.3 No.1, January 29, 2013
ABSTRACT: The Zagrebeccentricity indices are the eccentricity version of the classical Zagrebindices. The first Zagrebeccentricity index (E1(G)) is defined as sum of squares of the eccentricities of the vertices and the second Zagrebeccentricity index (E2(G)) is equal to sum of product of the eccentricities of the adjacent vertices. In this paper we give some new upper and lower bounds for first and second Zagreb eccentricity indices.