Interval Shapley Value for Cooperative Games with Interval Payoffs;

This study develop the interval-valued fuzzy Shapley values with the fuzzy characteristic of trigonometric payoff functions for n-person cooperative games and three axioms of classical Shapley value are extended on the basis of relevant theory of fuzzy mathematics.

A new method of transmission cost allocation based on Shapley value;

Combined forecasting method based on Shapley value;

About problems of Shapley value extended;

The paper studies the allianee optimization ofthe single-period products under the close --loop supplychain, analyzes the optimal order quantity and price with themodel of Newsboy and uses the shapely value method to dis-cuss profit distribution.

ARIMA time series and BP neural network model were chosen to construct a new combination prediction model based on Shapely value method to determine each prediction model weight.

This paper discusses the Shapley Value algorithm firstly.

This paper introduces the Shapley Value algorithm and applies it to the profit allocation among cooperation partners in the dynamic alliance.

This paper presents an Aumann-Shapley value based cost allocation method in bilateral transaction environment to overcome the shortcomings of these methods above.

Aumann-Shapley value method of cooperative game theory can allocate security cost to each member in the union fairly.