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Strong Fuzzy Chromatic Polynomial of Intuitionistic Fuzzy Graphs (IFGs) Based on α,β-Levels |
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PP: 2227-2233 |
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doi:10.18576/isl/120603
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Author(s) |
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Lateram Zawuga Hordofa,
V. N. SrinivasaRao Repalle,
Mamo Abebe Ashebo,
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Abstract |
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| This research introduces a new idea of (α,β)-level based strong fuzzy chromatic polynomial of intuitionistic fuzzy graph(IFGs). In addition, some characteristics of (α,β)-level based strong fuzzy chromatic polynomials of IFGs are specified and proven. Besides, the strong (α,β)-fundamental set and the strong (α,β)-level graphs are defined with clear examples. Moreover, some algebraic characteristics of the strong (α,β)-level graph of IFGs and their chromatic polynomials are also projected and shown.
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