Fengye Wang

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In the paper, we make a study of cooperative fuzzy games with infinite players and with fuzzy coalitions, which admit the representation of rates of players' participation to each coalition. We propose a natural class of fuzzy games with Choquet integral form which has many rational properties, such as monotonicity, convexity and superadditivity. Finally,(More)
In order to find global minimizer, a transformation function without any parameters is proposed for solving unconstrained global optimization problems. This transformation function method is based on a similar idea to the filled function method. The properties of the transformation function are discussed in the region where the objective function values are(More)
This paper defines a class of cooperative fuzzy games with infinite players, which is monotonically nondecreasing and continuous with respect to each player's grade of membership. Then, the Aumann-Shapley values for the games with fuzzy coalitions are proposed with the form of Choquet integral. The properties of the Aumann-Shapley values are also shown.(More)
In the logistics network with infinite suppliers, distributors and retailers, there are infinite flows through the network, such as information or commodity. Sometimes the different users in the logistics network share the same flow in bulk and the different flows are used by the same user. In the paper, we consider the fuzzy cooperative game with infinite(More)
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