[PDF] Top 20 Non Split Domination on Intuitionistic Fuzzy Graphs

... Proof: Let G be an Intuitionistic fuzzy graph with all nodes of equal degree. Here atleast one node has all its edges strong. Also adjacent vertexes of this node have maximum number of strong arcs. This ... See full document

... studying graphs, since they turn the picture into ...by non membership function.So an Intuitionistic fuzzy matrix is the appropriate choice when exhibiting the membership degree and ... See full document

... strong domination number, disconnected strong domination number, total connected strong domination number, total disconnected strong domination number, left semi connected domination ... See full document

... Important results on characterization of non-split and inverse non-split dominating sets were presented here and corresponding formulas for computing the non-split and inverse non-split [r] ... See full document

... the minimum cardinality of a non-split dominating set.Kulli .V.R et.all [6] introduced the concept of split and non split domination in graphs and also in Maheswari, B et ... See full document

... global dominating set, because x V  {S  D} has at least one neighbour which necessarily belongs to S and each node of D is a non-neighbour of x. A node x S has by construction both a neighbour of and a ... See full document

... edge domination set using strong edges and edge independent sets of intuitionistic fuzzy ...the domination number γ (G ) and edge domination number γ ' ( G ) for several classes of ... See full document

... strong non-split domination in directed graph D has been introduced by considering the dominating set S is a strong non-split dominating set if the complement of S is complete A ... See full document

... A non- empty subset D of V(G) in a graph G=(V,E) is a dominating set if every vertex in V-D is adjacent to atleast one vertex in ...The domination number γ(G) of G is the minimum cardinality of a minimal ... See full document

... of fuzzy subset of a set as method of representing the phenomena of uncertainty in real life ...of intuitionistic fuzzy sets as a generalization of fuzzy ...of non- membership) in the ... See full document

... maximum non-membership value from the arcs of a cycle in G, it follows that there exists a path from u to v whose membership value grater than µ 1 (u, v) and ... See full document

... Proof: Suppose there exist vertices u and v belonging to two different components of G. Since D is an intuitionistic fuzzy psd-set of G, there much exist w D such that <{u,v,w}> is stongly connected ... See full document

... of split domination and non – split domination in bipolar fuzzy graphs are introduced and investigated some of their ...connected domination, split ... 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 domination in fuzzy soft graph which will give new ideas in this ...regular fuzzy soft graph have been ...of intuitionistic fuzzy soft graph and in bipolar soft ... See full document

... contain non-strong arcs. Definition 3.7. A fuzzy subgraph 𝐻 = (𝜏, 𝜌) is said to be a spanning subgraph of G = (𝜎, 𝜇) if 𝜏(𝑢) = 𝜎(𝑢) for all u in ...two graphs have the same fuzzy node set, but ... See full document

... a fuzzy graph. Two nodes in a fuzzy graph G are said to be fuzzy independent if there is no strong arc between ...minimum fuzzy cardinality of an Independent dominating set of G is called the ... See full document

... bipartite fuzzy graphs. The bounds is obtained for the vertex domination number of fuzzy ...In fuzzy graphs, monotone decreasing property and monotone increasing property is ... See full document

... of fuzzy set and soft set. In fact, the notion of fuzzy soft set is more generalized than that of fuzzy set and soft set The concept of equitable domination in fuzzy graphs was ... See full document

... the domination number of G and is denoted by ...be fuzzy total dominating set if every vertex in V is adjacent to at least one vertex in ...as fuzzy total domination number and is denoted by ... See full document