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totally irregular fuzzy graph.

Vol 6, No 10 (2015)

Vol 6, No 10 (2015)

... edge irregular fuzzy graphs, neighbourly edge totally irregular fuzzy graphs are ...edge irregular fuzzy graph and neighbourly edge totally irregular ...

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Vol 7, No 10 (2016)

Vol 7, No 10 (2016)

... a fuzzy graph on G * (V, E). Assume that G is strongly irregular fuzzy ...Neighbourly irregular fuzzy ...a fuzzy graph on G * (V, E). If G is strongly ...

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Vol 7, No 6 (2016)

Vol 7, No 6 (2016)

... pseudo irregular fuzzy graphs and strongly pseudo totally irregular fuzzy graphs are ...pseudo irregular fuzzy graph and strongly pseudo totally ...

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Vol 7, No 4 (2016)

Vol 7, No 4 (2016)

... pseudo irregular fuzzy graphs and pseudo totally irregular fuzzy graphs are ...pseudo irregular fuzzy graph and pseudo totally irregular fuzzy ...

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New Concepts of Interval-Valued Fuzzy Graphs with Application

New Concepts of Interval-Valued Fuzzy Graphs with Application

... of fuzzy graphs whose basic idea was introduced by Kauffman [18] in ...The fuzzy relation between fuzzy sets were also considered by Rosenfeld and he developed the structure of fuzzy graphs, ...

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Isometry on Interval-valued Fuzzy Graphs

Isometry on Interval-valued Fuzzy Graphs

... 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 intuitionistic ...

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Vol 7, No 1 (2016)

Vol 7, No 1 (2016)

... edge irregular interval-valued fuzzy graphs and strongly edge totally irregular interval-valued fuzzy graphs are ...edge irregular interval-valued fuzzy graph and ...

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On Neighbourly Edge Irregular Bipolar Fuzzy Graphs

On Neighbourly Edge Irregular Bipolar Fuzzy Graphs

... edge irregular bipolar fuzzy graphs and neighbourly edge totally irregular bipolar fuzzy graphs are ...edge irregular bipolar fuzzy graph and neighbourly edge ...

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Vol 6, No 7 (2015)

Vol 6, No 7 (2015)

... considered fuzzy relations on fuzzy sets and developed the theory of fuzzy graphs in ...regular fuzzy graphs,total degree and totally regular fuzzy ...neighbourly ...

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Vol 8, No 7 (2017)

Vol 8, No 7 (2017)

... edge irregular bipolar fuzzy graphs and strongly edge totally irregular bipolar fuzzy graphs are ...edge irregular bipolar fuzzy graph and strongly edge ...

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Irregular Interval–Valued Fuzzy Graphs

Irregular Interval–Valued Fuzzy Graphs

... define irregular interval-valued fuzzy graphs and their various ...interval-valued fuzzy graphs is ...neighbourly irregular interval-valued fuzzy graphs are ...Interval-valued ...

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On Neighborly Pseudo and Strongly Pseudo Irregular Bipolar Fuzzy graphs

On Neighborly Pseudo and Strongly Pseudo Irregular Bipolar Fuzzy graphs

... Suppose G is not a neigbourly pseudo totally irregular bipolar fuzzy graph. Then atleast one pair of adjacent vertices in G with same total pseudo degree ⇒ tda(u1) = tda(u2) ⇒ da(u1) + A(u1) ...

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Hesitancy Fuzzy Graph Coloring

Hesitancy Fuzzy Graph Coloring

... Hence the family ^ = V & , V ' satisfies our definition of vertex coloring of strong hesitancy fuzzy graph. We find that any family of hesitancy fuzzy sets having less than two members could not ...

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Vol 6, No 12 (2015)

Vol 6, No 12 (2015)

... a fuzzy graph G is an assignment of colors to vertices of ...paper, fuzzy chromatic number of middle fuzzy graph of fuzzy cycle, fuzzy path, fuzzy star and complete ...

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Vol 9, No 5 (2018)

Vol 9, No 5 (2018)

... of fuzzy set as a method of presenting ...introduced fuzzy graphs. Yeh and Bang [9] also introduced fuzzy graphs ...independently. Fuzzy graphs are useful to represent relationships which deal ...

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(1, 2) -Vertex Domination in Fuzzy Graphs

(1, 2) -Vertex Domination in Fuzzy Graphs

... 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 ...

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1-Quasi Total Fuzzy Graph and Its Total Coloring

1-Quasi Total Fuzzy Graph and Its Total Coloring

... Definition 2.8: Let = , , be a fuzzy graph. Then, is said to be connected if > , > 0 @A" BCC , ∈ ∗ . An arc , is said to be a strong arc if , ≥ > , and a node , is said to be an isolated node, ...

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Mixed Range-Valued Fuzzy Threshold Graph Colouring T. Jaculin 1, B. Srividhya M. Sc M. Phil2

Mixed Range-Valued Fuzzy Threshold Graph Colouring T. Jaculin 1, B. Srividhya M. Sc M. Phil2

... Range-valued fuzzy colouring and Interval-valued fuzzy threshold graph, Converting Split graph to threshold graph and its properties with ...Interval-valued fuzzy split ...

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A Study on Multi Fuzzy Graph

A Study on Multi Fuzzy Graph

... multi fuzzy induced subgraph of ...multi fuzzy sub graph of F obtained by the removal of the multi fuzzy line (e, B(e)), where D = B{(e, B(e) ...multi fuzzy spanning sub graph ...

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The Rank of A Fuzzy Magic Graphs With Adjacency Matrix

The Rank of A Fuzzy Magic Graphs With Adjacency Matrix

... a graph are adjacent to which other ...of graph G does depend on the ordering of the nodes of G, that is, a different ordering of nodes may result in a different adjacency matrix 3 ...of fuzzy magic ...

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