[PDF] Top 20 Some Connected Domination in Fuzzy Soft Graphs

... a fuzzy soft graph and S  V be a fuzzy soft dominating ...is connected for each parameter, then S is called fuzzy soft connected dominating ...minimum fuzzy ... See full document

... fields. Fuzzy set was inroduced by Zadeh [8] whose basic components is only a membership ...Zadeh’s fuzzy set, called fuzzy soft set was introduced by Molodtsov ...independent ... See full document

... characterize the graphs attaining these bounds. Fix p  2 an integer. We define a family F of graphs of order n as follows. Fix A and B two disjoint subsets of nodes such that |A  B| = p 2 (A = B = when ... See full document

... weak connected with their neighbors. So, construct a connected dominating set in S which cover all vertices in ...therefore, connected dominating set of S contains atmost n ... See full document

... Shokry [10] introduced generating topology on graphs by operations on graph. It approaches to discerning topological properties on a connected graph by using contraction and deletion. Vimala and Kalpana ... See full document

... of fuzzy graphs was proposed by Kafmann, from the fuzzy relations introduced by ...including fuzzy vertex and fuzzy edges, and several fuzzy analogs of graph theoretic concepts ... See full document

... The fuzzy definition of fuzzy graphs was proposed by Kaufmann [4], from the fuzzy relations introduced by Zadeh ...including fuzzy vertex and fuzzy edges. Several fuzzy ... See full document

... The Fuzzy Directed Graph, Fuzzy competition digraphs are well known ...of domination in fuzzy graphs are introduced by ...on connected dominating set of fuzzy digraph and ... See full document

... of fuzzy graph was introduced by Rosenfeld 1 in 1975. Fuzzy graph theory has a vast area of ...function, fuzzy neural networks, etc. Fuzzy graphs can be used to solve traffic light ... See full document

... of fuzzy graphs was proposed by Kafmann [3] from the fuzzy relations introduced by Zadeh ...including fuzzy vertex and fuzzy edges. The concept of domination in fuzzy ... See full document

... A fuzzy graph G is called wheel fuzzy graph if all the nodes of cycle strongly adjacent to a single ...A connected fuzzy graph G=( , ) is a fuzzy tree if it has a fuzzy spanning ... See full document

... intuitionistic fuzzy sub graph < S {d} > induced by S {d} is a connected intuitionistic fuzzy ...study some results on Point set dominating set and its number of IFGs and semi complete ... See full document

... of fuzzy sets was introduced by Zadeh [21] as a method of representing uncertainty and ...of fuzzy sets. The fuzzy relations between fuzzy sets were concluded by Rosenfeld and he developed the ... See full document

... of domination set in graphs was begun by ore and Berge. The connected domination number was first introduced by ...of fuzzy graph and several fuzzy analogs of graph theoretic ... See full document

... split domination and non – split domination in Bipolar Fuzzy Graphs ...between connected domination, split domination, Strong Split domination and non – split ... See full document

... as Fuzzy soft connected domination, Fuzzy soft connected domination number, fuzzy soft set domination, fuzzy soft set ... See full document

... of fuzzy soft equitable dominating set, minimal fuzzy soft equitable dominating set, strong(weak) fuzzy soft equitable dominating set, fuzzy soft equitable ... See full document

... Bang, Fuzzy relations, Fuzzy relations, fuzzy graphs and their applications to clustering analysis, in: Fuzzy Sets and Their Applications to Cognitive and Decision Processes, ... See full document

... a fuzzy graph G = (V,E) is a set S having the property that for every vertex v in V – S, There is at least one vertex in S at distance 1 from v and a second vertex in S at distance almost 2 from v ...in ... See full document

... Assume S is regular maximal independent fuzzy dominating set. Then for each uV-S there is a node vS, such that u is adjacent to v. Hence S is dominating .Clearly S is regular independent. Hence S is regular ... See full document