• ACCURATE INDEPENDENT DOMINATION IN FUZZY GRAPHS

Abstract

A dominating set D of a fuzzy graph G= (V, E) is an independent dominating set if the induced subgraph <D> has no edges. An independent dominating set D of a fuzzy graph G is an accurate independent dominating set if V - D has no independent dominating set of cardinality ½D½. The fuzzy accurate independent domination number i_fa(G) of G is the minimum cardinality of an accurate dominating set of G. In this paper we study a accurate independent domination in fuzzy graphs and investigate the relationship of i_fa(G) with other known parameters.