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Abstract and Applied Analysis | Vol.2013, Issue. | 2017-05-29 | Pages

Abstract and Applied Analysis

A Class of Fuzzy Variational Inequality Based on Monotonicity of Fuzzy Mappings

Jiuping Xu,Zezhong Wu  
Abstract

Invex monotonicity and pseudoinvex monotonicity of fuzzy mappings are introduced in this paper, and relations are discussed between invex monotonicity (pseudoinvex monotonicity) and invexity (pseudoinvexity) of fuzzy mappings. The existence of a solution to the fuzzy variational-like inequality is discussed, and the existence theorem can be achieved. Furthermore, some extended properties of the fuzzy variational-like inequality are researched. Finally, method of solution is discussed based on genetic algorithm.

Original Text (This is the original text for your reference.)

A Class of Fuzzy Variational Inequality Based on Monotonicity of Fuzzy Mappings

Invex monotonicity and pseudoinvex monotonicity of fuzzy mappings are introduced in this paper, and relations are discussed between invex monotonicity (pseudoinvex monotonicity) and invexity (pseudoinvexity) of fuzzy mappings. The existence of a solution to the fuzzy variational-like inequality is discussed, and the existence theorem can be achieved. Furthermore, some extended properties of the fuzzy variational-like inequality are researched. Finally, method of solution is discussed based on genetic algorithm.

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Jiuping Xu,Zezhong Wu,.A Class of Fuzzy Variational Inequality Based on Monotonicity of Fuzzy Mappings. 2013 (),.

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