Results 131 to 140 of about 4,806 (166)

Applications of fuzzy set theory in reservoir operations

2009
Attempts to maximize benefits from hydroelectric reservoirs with mathematical models have been a focus of study for water resource specialists. As increasingly complex models are developed to more closely imitate reality, their usefulness may paradoxically diminish since reservoir operators are less apt to fully understand the models. This results in a
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Flood Control Operations Based on the Theory of Variable Fuzzy Sets

Water Resources Management, 2011
Flood control decisions are often involved with quantitative and qualitative criteria. In this paper, a decision model is presented for flood control operations based on the theory of variable fuzzy sets. Using dual comparison, two models computing relative membership grades with qualitative and quantitative criteria are established, respectively.
X. J. Wang, R. H. Zhao, Y. W. Hao
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Arithmetic operations of trapezoidal fuzzy variable using credibility theory

International Journal of Business Forecasting and Marketing Intelligence, 2017
In this paper, we have developed an alternative method of finding the fuzzy membership function which leads the functions of trapezoidal fuzzy variables. Here we have used the concept of credibility theory to find out an alternative method of computing different type arithmetic operations of trapezoidal fuzzy variables. This method also lead us to find
Totan Garai, Dipankar Chakraborty, Tapan Kumar Roy   +2 more
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Fuzzy counterparts of partial hull operators in the theory of L-convex systems

Journal of Intelligent & Fuzzy Systems
In this paper, we provide some new characterizations of L-convex systems. For this purpose, we first introduce the concept of partial hull operators and establish the categorical relationship between partial hull operators and convex systems. Then we abstract the relationship between a subset and its partially convex hull in convex system to a binary ...
Hui Yang, Yi-Na Wang
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POWERSET OPERATOR FOUNDATIONS FOR CATALG FUZZY SET THEORIES

2011
The paper sets forth in detail categorically-algebraic or catalg foundations for the operations of taking the image and preimage of (fuzzy) sets called forward and backward powerset operators. Motivated by an open question of S. E. Rodabaugh, we construct a monad on the category of sets, the algebras of which generate the fixed-basis forward powerset ...
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An electronic video camera image stabilizer operated on fuzzy theory

[1992 Proceedings] IEEE International Conference on Fuzzy Systems, 2003
An electronic video camera image stabilizer was developed. It eliminates a substantial part of the image instability caused by the involuntary movement of camera holders. The discrimination between image movement caused by unstable hand-holding and that of moving objects becomes possible by developing the following process: (1) dividing the image taken
Y. Egusa, H. Akahori, A. Morimura, N. Wakami   +3 more
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Generalizing Operations of Binary Autoassociative Morphological Memories Using Fuzzy Set Theory

Journal of Mathematical Imaging and Vision, 2003
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Philosophy of Science, Operations Research, and Fuzzy Set Theory – Personal Observations

2013
Since the following are personal observations, it might be appropriate to tell the reader some relevant facts of my background. They have shaped my views, which otherwise might seem strange to some colleagues in other disciplines:
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Operator Theory and Fixed Points in Fuzzy Normed Algebras and Applications

2018
In this chapter, first, we consider the concept of fuzzy Banach algebras and fuzzy compact operators in fuzzy normed spaces. Then we apply some fixed point theorems to solve the operator equation AxBx = x in fuzzy Banach algebras under some nonlinear contraction.
Yeol Je Cho, Themistocles M. Rassias, Reza Saadati   +2 more
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Fuzzy Set Theory for Planning the Operation of a Motor Transport Enterprise

2020
The emphasis is placed on the uncertainty of demand in the planning of the volume of transportation of goods in intercity traffic for motor transport enterprises, requiring managers to make scientifically sound management decisions aimed at fulfilling the terms of the contracts.
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