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 inBMC research notes Vol. 15; no. 1; pp. 1 - 344
Main Authors Ashebo, Mamo Abebe, Rathour, Laxmi, Repalle, V. N. SrinivasaRao
Format Journal Article
LanguageEnglish
Published London BioMed Central Ltd 08.11.2022
BioMed Central
BMC
Subjects
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
India
Online AccessGet full text

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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.
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
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CitedBy_id crossref_primary_10_1186_s13104_023_06292_4
crossref_primary_10_1186_s13104_024_06769_w
Cites_doi 10.1155/2022/9320700
10.2478/AMNS.2019.1.00016
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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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https://pubmed.ncbi.nlm.nih.gov/PMC9644620
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Volume 15
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