Fuzzy Quotient-3 Cordial Labeling on some Unicyclic Graphs with Pendant Edges
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Abstract
Consider a non-trivial, simple, undirected graph having a vertex set with vertices and edge sets with edges. Let the function
defined by and for each the induced function assigns the label for where Then is called fuzzy quotient 3 cordial labeling if and . For and represent the number of vertices and edges assigned the labels respectively, If a graph admit this labeling, then it is fuzzy quotient 3 cordial. The existence of above labeling on , and are examined and the results are provided in this paper.
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