• ACCURATE INDEPENDENT DOMINATION IN FUZZY GRAPHS

P. GLADYIS, C. V. R. HARINARAYANAN

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 ifa(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 ifa(G) with other known parameters.


Keywords


Fuzzy Graph, Fuzzy Independent Dominating set, Fuzzy Accurate Independent Dominating set, Fuzzy Accurate Independent Domination Number.

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