[PDF] Top 20 Regular and Isometric Fuzzy Graphs

... Definition 2.7. If µ ( x , y ) > 0 then x and y are called neighbours, x and y are said to lie on the edge e = xy . A path ρ in a fuzzy graph G : ( σ , µ ) is a sequence of distinct nodes v 0 , v 1 , v 2 ... See full document

... connected fuzzy graphs is ...two fuzzy graphs is obtained. It is illustrated that when two fuzzy graphs are regular then their maximal product need ... See full document

... In this paper, we consider only finite, simple, connected graphs. We denote the vertex set and the edge set of a graph G by V (G) and E(G) respectively. The degree of a vertex v is the number of edges incident at ... See full document

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

... A fuzzy subset of a set V is a mapping σ from V to [0,1]. A fuzzy graph G is a pair of functions G:(σ, µ) where σ is a fuzzy subset of a non empty set V and µ is a symmetric fuzzy relation on ... See full document

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

... of fuzzy subset of a set as method of representing the Phenomena of uncertainty in real life ...intuitionistic fuzzy sets as a generalization of fuzzy sets. The fuzzy sets give the degree of ... See full document

... in fuzzy soft graph which will give new ideas in this field. Also regular fuzzy soft graph have been ...intuitionistic fuzzy soft graph and in bipolar soft ... See full document

... Definition 2.5. Alternative definition of complex fuzzy graph given as follows. An complex fuzzy graph is defined as CG=(V,E, r , ω ) where V is the set of vertices and E is the set of edges. r represents a ... See full document

... fuzzy graphs. Rosenfeld (1975) gave a mathematical definition for a fuzzy graph in ...regarding fuzzy cutnodes and fuzzy ...on fuzzy graphs and certain properties of ... See full document

... of fuzzy graph was proposed by Ghorai and Pal ...on fuzzy graphs, pattern recognition letters and the important role of this paper concept is regular fuzzy graph it is introduced by ... See full document

... on fuzzy graphs [2]. Conjunction (tensor product) of two fuzzy graphs was defined by Nagoorgani and Radha ...in fuzzy graphs which are obtained from two given fuzzy ... See full document

... A Fuzzy graph denoted by G : (σ, µ) on the graph G * : (V,E): is a pair of functions (σ, µ), where σ : V → [0; 1] is a fuzzy subset of a set V and µ : V X V → [0; 1] is a symmetric fuzzy relation on ... See full document

... of regular fuzzy graphs and totally regular fuzzy ...between regular fuzzy graphs and totally regular fuzzy graph is ...on regular fuzzy ... See full document

... fuzzy graphs will be given in Section ...in fuzzy graphs by first studying the relationships between perfectly regular and perfectly edge-regular fuzzy graphs in ... See full document

... a fuzzy soft graph is introduced, edge regular fuzzy soft graphs, and totally edge regular fuzzy soft graphs are also introduced ...edge regular fuzzy soft ... See full document

... In this paper, we consider only finite, simple, connected graphs. We denote the vertex set and the edge set of a graph G by V (G) and E(G) respectively. The degree of a vertex v is the number of edges incident at ... 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

... edge regular fuzzy graph or k − edge regular fuzzy ...edge regular fuzzy graph or k − totally edge regular fuzzy ... See full document

... for graphs G such that N(G) = G. Also characterizations are given for graphs (i) whose neighborhood graphs are connected (ii) whose neighborhood graphs are r-regular, (iii) whose ... See full document