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Solving Fully Fuzzy Linear Systems with Triangular and Pentagonal Fuzzy Numbers [PDF]
Ratio Mathematica, 2023 In this paper algorithms are proposed to solve fully fuzzy linear system (FFLS) using triangular fuzzy number and pentagonal fuzzy number by converting the system into block system of linear equations known as associated fuzzy system.
Thangaraj Beaula, L Mohan
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Pentagonal fuzzy number, its properties and application in fuzzy equation
Future Computing and Informatics Journal, 2017 Abstract The paper presents an adaptation of pentagonal fuzzy number. Different type of pentagonal fuzzy number is formed. The arithmetic operation of a particular type of pentagonal fuzzy number is addressed here. The difference between two pentagonal valued functions is also addressed here.
Sankar Prasad Mondal
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A study on pentagonal fuzzy number and its corresponding matrices
Pacific Science Review B Humanities and Social Sciences, 2015 AbstractIn this article, the notion of pentagonal fuzzy number (PFN) is introduced in a generalized way. A few articles have been published based on this topic, but they have some ambiguities in defining this type of fuzzy number. Here, we proposed the logical definition in developing a pentagonal fuzzy number, along with its arithmetic operations ...
Madhumangal Pal
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ANALYSIS OF FUZZY QUEUES BY USING PENTAGONAL FUZZY NUMBER
Journal of University of Shanghai for Science and Technology, 2021 This paper deals with the fact thatpentagonal fuzzy numbers are pre-owned and systematic outcomes are discussed in real-life situations. The fuzzy set supposition is combined with well-established classical queuing theory but the classical queuing theory is far away from real-life situations.
Gurcharan Singh +2 more
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THE PENTAGONAL FUZZY NUMBERS [PDF]
Journal of the Chungcheng Mathematical Society, 2014 We deflne the pentagonal fuzzy sets and generalize the results of addition, subtraction, multiplication, and division based on the Zadeh's extension principle for two pentagonal fuzzy sets. In addtion, we flnd the condition that the result of addition or sub- traction for two pentagonal fuzzy sets becomes a triangular fuzzy number and give some example.
Yong Sik Yun
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Perceptionization of FM/FD/1 queuing model under various fuzzy numbers [PDF]
Croatian Operational Research Review, 2020 We present a FM/FD/1 queuing model with unbounded limit under different fuzzy numbers. The arrival (landing) rate and service (administration) rate are thought to be fuzzy numbers such as triangular, trapezoidal and pentagonal fuzzy numbers.
Usha Prameela Karupothu, Pavan Kumar
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Results in Control and Optimization, 2022 In this paper, we have suggested an alternative approach to solve intuitionistic fuzzy multi objective linear fractional programming problems (IFMOLFPP). Here, the cost of the objective function, the resources and the technological coefficients are taken
D. Sahoo, A.K. Tripathy, J.K. Pati
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Symmetry, 2019 In this paper, different measures of interval-valued pentagonal fuzzy numbers (IVPFN) associated with assorted membership functions (MF) were explored, considering significant exposure of multifarious interval-valued fuzzy numbers in neoteric studies ...
Avishek Chakraborty +2 more
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RESOLVING FUZZY TRANSPORTATION PROBLEM USING RANKING OF PENTAGONAL FUZZY NUMBER
International Journal of Applied MathematicsAn approach constructed on the fuzzy one point method be situated is presented in this article to handle fuzzy transportation issues in which all of the restrictions remain assumed to be Pentagonal uncertain facts. In-depth numerical examples are provided to demonstrate the suggested methodology.
Ms. Dally, P. Jayagowri
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Results in Control and OptimizationThis note presents a critical assessment of the paper authored by Sahoo et al. (2022) titled “Study on multi-objective linear fractional programming problem involving pentagonal intuitionistic fuzzy number” published in Results in Control and ...
Hassan Hassanpour, Javad Tayyebi
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