Application of maple on computing strong fuzzy chromatic polynomial of fuzzy graphs
In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using th...
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Published in | BMC research notes Vol. 15; no. 1; pp. 1 - 344 |
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Main Authors | , , |
Format | Journal Article |
Language | English |
Published |
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BioMed Central Ltd
08.11.2022
BioMed Central BMC |
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Abstract | In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials. The strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. |
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AbstractList | Abstract
Objective
In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials.
Results
The strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials. The strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. Abstract Objective In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials. Results The strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. OBJECTIVEIn the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials. RESULTSThe strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. Objective In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials. Results The strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. Keywords: Strong fuzzy chromatic polynomial, Strong fuzzy chromatic number, Fuzzy graph, Maple Objective In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy chromatic polynomial of fuzzy graphs and related. Moreover, we apply maple to obtain strong fuzzy chromatic numbers of fuzzy graphs using their strong fuzzy chromatic polynomials. Results The strong fuzzy chromatic polynomials for fuzzy graphs, strong fuzzy graphs and complete fuzzy graphs are determined using maple. Furthermore, the strong fuzzy chromatic numbers for the fuzzy graphs are obtained. |
ArticleNumber | 344 |
Audience | Academic |
Author | Rathour, Laxmi Repalle, V. N. SrinivasaRao Ashebo, Mamo Abebe |
Author_xml | – sequence: 1 fullname: Ashebo, Mamo Abebe – sequence: 2 fullname: Rathour, Laxmi – sequence: 3 fullname: Repalle, V. N. SrinivasaRao |
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Snippet | Abstract
Objective
In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to... In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the strong fuzzy... Objective In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the... OBJECTIVEIn the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to find the... Abstract Objective In the field of graph theory, maple is a technical computation form that is used for solving problems. In this article, we apply maple to... |
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SubjectTerms | Analysis Fuzzy algorithms Fuzzy graph Fuzzy logic Fuzzy sets Fuzzy systems Graphs Maple Methods Monte Carlo method Monte Carlo simulation Polynomials Research Note Software Strong fuzzy chromatic number Strong fuzzy chromatic polynomial |
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Title | Application of maple on computing strong fuzzy chromatic polynomial of fuzzy graphs |
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