Chromatic polynomial of intuitionistic fuzzy graphs using \(\left( \alpha, \beta\right)\)-levels (Q2081893)
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scientific article; zbMATH DE number 7595572
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Chromatic polynomial of intuitionistic fuzzy graphs using \(\left( \alpha, \beta\right)\)-levels |
scientific article; zbMATH DE number 7595572 |
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Chromatic polynomial of intuitionistic fuzzy graphs using \(\left( \alpha, \beta\right)\)-levels (English)
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30 September 2022
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Summary: The article describes a new thought on the chromatic polynomial of an intuitionistic fuzzy graph which is illustrated based on \(\left( \alpha, \beta\right)\)-level graphs. Besides, the alpha-beta fundamental set of an intuitionistic fuzzy graph is also defined with a vivid description. In addition to that, some characterizations of the chromatic polynomial of an intuitionistic fuzzy graph are specified as well verified. Furthermore, some untouched properties of the \(\left( \alpha, \beta\right)\)-level graph are also projected and proved.
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