Article overview
Abstract
In this paper we introduced the new notions eccentric and super eccentric signed graph of a signed graph and its properties are obtained. Also, we obtained the structural characterizations of these notions. Further, we presented some switching equivalent characterizations.
Keywords and Phrases
Signed graphsBalanceSwitchingEccentric signed graphSuper eccentric signed graphNegation of a signed graph.
AMS Subject Classification
05C22, 05C12.
Reference information
How to Cite
V. Lokesha, P. S. Hemavathi, S. Vijay (2018). ECCENTRIC AND SUPER ECCENTRIC SIGNED GRAPHS. South East Asian Journal of Mathematics and Mathematical Sciences, 14(1), 73-80.