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Soft Computing

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18.05.2020 | Foundations

Picture fuzzy matrix and its application

verfasst von: Shovan Dogra, Madhumangal Pal

Erschienen in: Soft Computing | Ausgabe 13/2020

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Abstract

In this paper, the notions of picture fuzzy matrix, restricted picture fuzzy matrix and special restricted picture fuzzy matrix are established. Two types of \(\langle \theta , \phi , \psi \rangle \)-cut of special restricted square picture fuzzy matrix are introduced and corresponding properties are studied. Also, determinant and adjoint of square picture fuzzy matrix are established and some related properties are investigated. An application of picture fuzzy matrix in decision-making problem is presented here.

Vorheriger Artikel Determining fuzzy distance via coupled pair of operators in fuzzy metric space

Nächster Artikel Multi-stage multi-attribute decision-making method based on the prospect theory and triangular fuzzy MULTIMOORA

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Atanassov KT (1986) Intuitionistic fuzzy sets. Fuzzy Sets Syst 20(1):87–96CrossRef

Chang YF, Ishii H (2013) Fuzzy multiple criteria decision making approach to assess the project quality management in project. Procedia Comput Sci 22:928–936CrossRef

Chen YW, Larbani M (2006) Two-person zero-sum game approach for fuzzy multiple attribute decision making problems. Fuzzy Sets Syst 157:34–51MathSciNetCrossRef

Cuong BC (2014) Picture fuzzy sets. J Comput Sci Cybern 30(4):409–420

Cuong BC, Hai PV (2015) Some fuzzy logic operators for picture fuzzy sets. In: 7th International conference on knowledge and systems engineering

Cuong BC, Kreinovich V (2013) Picture fuzzy sets - a new concept for computational intelligence problems. In: Proceedings of the third world congress on information and communication technologies WIICT

Dechouniotis D (2018) Fuzzy multi-criteria based trust management in heterogeneous federated future internet testbeds. Future Internet 10(58):1–17

Ejegwa PA, Akub AJ, Joshu OM (2017) Career determination using intuitionistic fuzzy multisets approach. MAYFEB J Math 1:1–10

Fullerr R, Carlsson C (1996) Fuzzy multiple criteria decision making: recent developments. Fuzzy Sets Syst 78:139–153MathSciNetCrossRef

Hashimoto H (1983) Canonical form of a transitive matrix. Fuzzy Sets Syst 11(1–3):157–162MathSciNetCrossRef

Khan SK, Pal A (2007) The Generalised inverse of intuitionistic fuzzy matrices. J Phys Sci 11:62–67

Khan SK, Shyamal AK, Pal M (2002) Intuitionistic fuzzy matrices. Notes Intuit Fuzzy Sets 8(2):51–62MathSciNetMATH

Khemiri R, Khaoula EM, Bernard G, Belhassen Z (2017) A fuzzy multi-criteria decision making approach for managing performance and risk in integrated procurement–production planning. Int J Prod Res 55(18):5305–5329CrossRef

Kim KH, Roush FW (1980) Generalized fuzzy matrices. Fuzzy Sets Syst 4(3):293–315MathSciNetCrossRef

Lee HS, Shen PD, Chih WL (2004) A fuzzy multiple criteria decision making model for software selection. IEEE Int Conf Fuzzy Syst Bp Hung 3:1709–1713

Lilik S, Lamalewa L, Istanto T (2019) Implementation of fuzzy multiple criteria decision making for recommendation paddy fertizer. Int J Mech Technol 10(3):236–243

Mondal S, Pal M (2014) Intuitionistic fuzzy incline matrix and determinant. Ann Fuzzy Math Inf 8(1):19–32MathSciNetMATH

Murugdas P, Sriram S, Muthuraji T (2014) Modal operator in intuitionistic fuzzy matrices. Int J Comput Appl 90(17):1–4

Muthuraji T, Sriram S, Murugadas P (2016) Decomposition of intuitionistic fuzzy matrices. Fuzzy Inf Eng 8(3):345–354MathSciNetCrossRef

Nagar A (2011) Development of fuzzy multi criteria decision making method for selection of optimum maintenance alternative. Int J Appl Res Mech Eng 1(2):87–92

Pal M (2001) Intuitionistic fuzzy determinant. V. U. J. Phys Sci 7:87–93

Pal M (2015a) Fuzzy matrices with fuzzy rows and columns. J Intell Fuzzy Syst 30(1):561–573CrossRef

Pal M (2015b) Interval valued fuzzy matrices with interval valued rows and columns. Fuzzy Inf Eng 7:335–368MathSciNetCrossRef

Pal M, Mondal S (2019) Bipolar fuzzy matrices. Soft Comput 23:9885–9897CrossRef

Pradhan R, Pal M (2014) The generalized inverse of atanassov’s intuitionistic fuzzy matrices. Int J Comput Intell Syst 7(6):1083–1095CrossRef

Pradhan R, Pal M (2017) Triangular fuzzy matrix norm and its properties. J Fuzzy Math 25(4):823–834MATH

Ragab MG, Emam EG (1994) The determinant and adjoint of a square fuzzy matrix. Fuzzy Sets Syst 61(3):297–307MathSciNetCrossRef

Ragab MG, Emam EG (1995) On the min–max composition of fuzzy matrices. Fuzzy Sets Syst 75(1):83–92MathSciNetCrossRef

Sriram S, Murugadas P (2010) On semiring of intuitionistic fuzzy matrices. Appl Math Sci 4(23):1099–1105MathSciNetMATH

Sriram S, Murugadas P (2012) \(\langle \alpha, \alpha ^\prime \rangle \)-cut of intuitionistic fuzzy matrices. J Fuzzy Math 20(2):307–318MathSciNetMATH

Wei G (2016) Picture fuzzy cross-entropy for multiple attribute decision making problems. J Bus Econ Manage 17(4):491–502MathSciNetCrossRef

Wei G (2017) Picture fuzzy aggregation operators and their application to multiple attribute decision making. J Intell Fuzzy Syst 33:713–724CrossRef

Zadeh LA (1965) Fuzzy sets. Inf Control 8(3):338–353CrossRef

Titel: Picture fuzzy matrix and its application
verfasst von: Shovan Dogra
Madhumangal Pal
Publikationsdatum: 18.05.2020
Verlag: Springer Berlin Heidelberg
Erschienen in: Soft Computing / Ausgabe 13/2020
Print ISSN: 1432-7643
Elektronische ISSN: 1433-7479
DOI: https://doi.org/10.1007/s00500-020-05021-4

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