| Article Name : | |
| SOME PARAMETERS DOMINATION OF THE INDEPENDENT INTUITIONISTIC FUZZY GRAPH |
| Author Name : | |
| P.Gladyis , R.Rohini and C.V.R Harinarayanan |
| Publisher : | |
| Ashok Yakkaldevi |
| Article Series No. : | |
| GRT-3869 |
| Article URL : | |
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| Abstract : | |
A non –empty set D Í V of a graph G is a dominating set of G if every vertex in V-D is adjacent to some vertex in D. The domination number g(G) is the minimum cardinality taken over all the minimal dominating sets of G. If V-D contains a dominating set D1 then D1 is called the Inverse dominating set of G w.r.to D. The Inverse dominating number g1(G) is the minimum cardinality taken over all the minimal inverse dominating sets of G. An independent dominating set D of a IFG G=(V,E) is a split independent dominating set if the induced fuzzy subgraph< V-D > is disconnected .The minimum fuzzy cardinality of a split independent dominating set is called a split independent domination number and is denoted by gspiif (G).naltrexone information go vivitrol uk |
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