In this paper, a new method for quadraticprogramming with max-product fuzzyrelation inequality constraints is proposed. First, the properties of the optimal solution are analyzed in several special cases of fuzzy re...
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ISBN:
(纸本)9783319665146;9783319665139
In this paper, a new method for quadraticprogramming with max-product fuzzyrelation inequality constraints is proposed. First, the properties of the optimal solution are analyzed in several special cases of fuzzy relation quadratic programming. Simultaneously, some rules are presented to simplify the original fuzzy relation quadratic programming problem. Then, an algorithm is presented, based on rules, the branch and bound method and numerical algorithm for solving traditional quadraticprogramming problems with interval constraints. The proposed algorithm does not need to find all feasible minimal solutions. Hence, the amount of calculation is reduced. Some numerical examples are given to illustrate the feasibility and effectiveness of the proposed algorithm.
In this paper, a new solution method of quadraticprogramming with max-min fuzzyrelation equation constraint is put forward. Firstly, the optimal solution to some special fuzzy relation quadratic programming is resea...
详细信息
In this paper, a new solution method of quadraticprogramming with max-min fuzzyrelation equation constraint is put forward. Firstly, the optimal solution to some special fuzzy relation quadratic programming is researched. Secondly, some rules are presented to simplify the original programming. Finally, the new algorithm is given based on the simplified programming and the branch and bound method, the new algorithm does not need to find all feasible minimal solutions. Some numerical examples are given to illustrate the feasibility and effectiveness of the presented new algorithm.
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