Author: "Fangdi Kong" / Topic: differentiability - Searchworks@Jio Institute Digital Library Search Results

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Start Over Author "Fangdi Kong" Topic differentiability

Author: Shexiang Hai and Fangdi Kong
Subjects: *FUZZY sets, *MATHEMATICAL mappings, *MATHEMATICAL functions, *MATHEMATICAL models, *MATHEMATICAL analysis
Abstract: In this paper, the concepts of differentiability and gradient for fuzzy mappings are presented and discussed using the characteristic theorem for generalized difference of n dimensional fuzzy numbers. The relationships of gradient, support-function-wise gradient and level-wise gradient are characterized. [ABSTRACT FROM AUTHOR]
Published: 2019

Author: Shexiang Hai and Fangdi Kong
Subjects: *FUZZY numbers, *FUZZY sets, *MATHEMATICS theorems, *DIFFERENTIAL algebra, *APPROXIMATION theory
Abstract: In this paper, the concepts of differentiability and gradient for fuzzy mappings are presented and discussed using the characteristic theorem for generalized difference of n dimensional fuzzy numbers. The relationships of gradient, support-function-wise gradient and level-wise gradient are characterized. [ABSTRACT FROM AUTHOR]
Published: 2019

Author: Shexiang Hai and Fangdi Kong
Subjects: *FUZZY logic, *FUZZY numbers, *SET theory, *GRADIENT index optics, *FUZZY systems
Abstract: In this paper, the concepts of differentiability and gradient for fuzzy mappings are presented and discussed using the characteristic theorem for generalized difference of n dimensional fuzzy numbers. The relationships of gradient, support-function-wise gradient and level-wise gradient are characterized. [ABSTRACT FROM AUTHOR]
Published: 2019

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