1) improved Shapley value
改进Shapley值
1.
Application of improved Shapley value to profit distribution for collaborative bidding
改进Shapley值在协同报价利润分配中的应用
2) Shapley value
Shapley值
1.
A new method of transmission cost allocation based on Shapley value;
基于Shapley值的输电费用分配新方法
2.
Combined forecasting method based on Shapley value;
基于Shapley值的组合预测方法
3.
About problems of Shapley value extended;
Shapley值的扩充表达式
3) shapely value
shapley值
1.
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.
研究了闭环供应链下单周期产品的联合优化问题,借助于报童模型考察了供应链合作情况下得最优订货与定价策略,并对合作获利利用shapley值法进行了分配。
2.
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.
该文选用ARIMA时间序列和BP神经网络模型,再基于Shapley值法分配权重,构建了新的组合预测模型,并以1979~2005年山西省农机总动力、大中型拖拉机及配套农机具、小型拖拉机及配套农机具的统计数据为依据进行了预测。
4) Shapley Value algorithm
Shapley值法
1.
This paper discusses the Shapley Value algorithm firstly.
讨论了用于解决多人合作对策问题的Shapley值法,通过对供应链企业运行机制特点的研究,将Shapley值法用于解决供应链合作伙伴间的收益分配问题。
2.
This paper introduces the Shapley Value algorithm and applies it to the profit allocation among cooperation partners in the dynamic alliance.
本文首先介绍了用于解决多人合作对策问题的Shapley值法,并将之应用于动态联盟伙伴企业的利益分配,然后分析了用Shapley值法进行动态联盟利益分配的成功与不足,最后针对其不足提出了一种基于风险因子的修正算法。
5) Aumann-Shapley value
Aumann-Shapley值
1.
This paper presents an Aumann-Shapley value based cost allocation method in bilateral transaction environment to overcome the shortcomings of these methods above.
为了克服这些方法的缺点,该文针对双边交易提出了一种基于Aumann-Shapley值的阻塞费用分摊法。
2.
Aumann-Shapley value method of cooperative game theory can allocate security cost to each member in the union fairly.
合作博弈论中的Aumann-Shapley值方法可公平地将安全成本分摊给联盟中的每个成员。
6) fuzzy Shapley value
模糊Shapley值
1.
The fuzzy Shapley value of n-person cooperative games with fuzzy worth is discussed employing the representation theorem of fuzzy set.
利用模糊集表现定理对具有模糊联盟值的n人合作博弈的模糊Shapley值重新进行研究。
2.
Axioms of the fuzzy Shapley value are extended on the basis of the deterministic one.
考虑合作对策中支付函数是模糊数的情形,利用模糊数学相关理论,对Shapley提出的三条公理进行拓广,并构造了模糊Shapley值。
补充资料:改进
改变旧有情况,使有所进步:~工作ㄧ操作方法有待~。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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