[PDF] Top 20 On Edge Regular Bipolar Fuzzy Graphs

... each edge in G has same degree k , then G is said to be an edge regular fuzzy graph or k − edge regular fuzzy ...each edge in G has same total degree k , then G is ... See full document

... A bipolar fuzzy graph is a generalization of graph theory by using bipolar fuzzy ...The bipolar fuzzy sets are an extension of fuzzy ...an edge regular ... See full document

... degree, regular fuzzy graphs in 2008 ...irregular fuzzy graphs, neighbourly irregular fuzzy graphs and highly irregular fuzzy graphs in 2008 ...of ... See full document

... introduced regular and totally regular bipolar fuzzy ...of bipolar fuzzy line graphs and presents some of their properties ...irregular bipolar fuzzy ... See full document

... a fuzzy bridge(f-bridge) of G if deletion of (u,v) reduces the strength of connectedness between some pair of nodes ...a fuzzy bridge if and only if there exist x,y such that (u,v) is an arc on every ... See full document

... of edge degree, total edge degree and discussed about the degree of an edge in some fuzzy ...discussed edge domination in fuzzy ...a fuzzy graph. In this paper we ... See full document

... the fuzzy intrinsic edge magic labelling graphs like fuzzy paths and fuzzy cycles are also ...on fuzzy intrinsic edge-magic ...mentioned graphs. In addition, we ... See full document

... the situation that x regarded as having only the negative nonmembership property of a bipolar intuitionistic fuzzy set. It is possible for an element x to be such that 𝜇 𝑃 𝑥 ≠ 0, 𝜇 𝑁 𝑥 ≠ 0 and𝛾 𝑃 𝑥 ≠ 0, 𝛾 𝑁 ... See full document

... a fuzzy subset of a set as a method for representing the phenomena of uncertainty in real life ...introduced fuzzy graphs in 1975[3], which is growing fast and has numerous applications in various ... See full document

... connected graphs. We denote the vertex set and the edge set of a graph G by V (G) and E(G) ...is regular if all its vertices have the same ... See full document

... the edge 𝑥 𝑖𝑘 such that 𝜇(𝑥 𝑖𝑘 ) = 𝜎 𝑠 (𝑢 𝑖 ), 1 ≤ 𝑘 ≤ 𝑛 ...any edge in 𝐸(𝐺) − 𝐷 ′ ...the edge 𝑥 𝑖𝑘 in 𝐷 ′ for some i. That is the edge x is dominated by the edge 𝑥 𝑖𝑘 ...an edge ... See full document

... anti fuzzy graph such as e-nodal, v-nodal, uninodal and binodal anti fuzzy graph are ...and edge degree based concepts such as regular, totally regular, edge regular and ... See full document

... as fuzzy subset of sets. Since then, the theory of fuzzy sets has become a vigorous area of research in different disciplines including medical and life sciences, management sciences, social sciences, ... See full document

... Example 4.6. The converse of theorem 4.5 need not be true , for example , consider fig. 4.2. are two totally regular fuzzy graphs such that < 1 0 1 . But ( is not a totally regular ... See full document

... Recall that, a graph is an ordered pair = (, ), where is the set of vertices of and is the set of edges of . A subgraph of a graph = (, )is a graph = (, ), where ⊆ and ⊆ . A simple graph is an undirected graph that has ... See full document

... by bipolar fuzzy ...product bipolar fuzzy face have membership value (1, −1), then it is a crisp ...product bipolar fuzzy face does not exist. A product bipolar ... See full document

... Proof: Let G = ( A , B ) be a fuzzy graph on G ∗ : ( A , B ) .If d ( v ) = k ∀ v ∈ V .That is if each vertex has same degree k ,then G is regular fuzzy graph.If the number of vertex is odd number ... See full document

... in fuzzy graphs and studied its ...of edge regular fuzzy ...in fuzzy graph. In this paper, we obtain conditions for regular fuzzy graphs to be ...isometric ... See full document

... connected graphs. We denote the vertex set and the edge set of a graph G by V (G) and E(G) ...is regular if all its vertices have the same ... See full document

... ! " # $ , # $ " # % , # % " # & , # & … . . " # ( , # ( ) such that # *+% # * , # *+% # * > 0 and degree of membership of a weakest arc is defined as its strength. If " # $ , # $ = " # ... See full document