Bipolar Complex Neutrosophic Graph

Bipolar Complex Neutrosophic Graph

To Said Broumi, Muhammad Akram,

Musavarah Sarwar Dr. Akram and Dr. Sarwar have introduced the Bipolar

Neutrosophic Graph, which can be combined with the

Complex Neutrosophic Set. In Bipolar Neutrosophic Set we have bipolar (positive / negative) neutrosophic components: (T+, I+, F+; T-, I-, F-), where T+, I+, F+ are subsets of the interval [0, 1], while T-, I-, F- are subsets of the interval [-1, 0]. In the Complex Neutrosophic Set we have complex neutrosophic components, of the form: (T1eT2, I1eI2, F1eF2), where (T1, I1, F1) are the amplitudes, while (T2, I2, F2) are their corresponding phases. By combination, we get bipolar (positive / negative) complex neutrosophic components:

( T1+eT2+, I1+eI2+, F1+eF2+; T1-eT2-, I1-eI2-, F1-eF2- ) for the Bipolar Complex Neutrosophic Graph. A graph which has at least one vertex or at least one edge which has the form of bipolar complex neutrosophic number is called a bipolar complex neutrosophic graph.

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