[PDF] Top 20 On Pseudo Regular and Pseudo Irregular Bipolar Fuzzy Graphs

... 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

... m-Neighbourly Irregular bipolar fuzzy graphs ...introduced pseudo regular fuzzy graphs and discussed its properties ...introduced pseudo irregular ... 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 ...edge regular bipolar ... 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

... 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

... edge irregular bipolar fuzzy graphs and neighbourly edge totally irregular bipolar fuzzy graphs are ...edge irregular bipolar fuzzy graph and ... See full document

... [19], fuzzy graph theory is increased with a large number of ...in fuzzy graphs. Nair and Cheng [17] defined cliques and fuzzy cliques in fuzzy ...perfect fuzzy graphs. ... See full document

... on fuzzy graphs. The complement of a fuzzy graph was defined by Mordeson ...M-strong fuzzy graphs in [5] and studied some of their ...intuitionistic fuzzy relations and ... See full document

... a fuzzy graph. In this paper we introduce strongly irregular bipolar fuzzy graph and strongly total irregular bipolar fuzzy ...strongly irregular bipolar ... See full document

... of fuzzy graphs considering the fuzzy relations between fuzzy sets and developed the structure of fuzzy ...of fuzzy interval graphs in ...of fuzzy graphs and ... 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

... 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

... 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

... valued fuzzy matrices (IVFM) as a generalization of k-pseudo-similar fuzzy matrices and as a special case for k=1, it reduces to pseudo-similar interval – valued fuzzy matrices ... See full document

... edge-regular fuzzy system , one could given an explicit formula for () ...perfectly-edge regular complete fuzzy graph is a result on the use of the lower bound presented above as an ... See full document

... the Pseudo similarity and Semi similarity of IFMs are defined .The Pseudo similarity relation on a pair of IFMs is inherited by all its powers and the Pseudo similarity relation preserve regularity ... See full document

... So it would be valuable to get the accurate value of the competition number of the pseudo-Halin graph with just one irregular vertex, and it may be interesting to study the competition n[r] ... See full document

... CONVERGENCY OF THE FUZZY VECTORS IN THE PSEUDO-FUZZY VECTOR SPACE OVER Fp1 1 KWEIMEI WU Received 24 March 2003 In 2003, we considered the pseudo-fuzzy vector space SFR over Fp1 1.. Here,[r] ... See full document

... Taking into account human subjective measures in engineering,science fuzzy measures have been intensively discussed. Since sugeno (5) defined a fuzzy measure as a measure having monotonicity property ... See full document

... In isolated microspore cultures of Mimulus au- rantiacus circular structures were observed at a high frequency (unpublished). These structures contained several compartments surrounding a circle in the centre (Figure 1b, ... See full document