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区间支付合作对策的团体贡献Shapley值
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作者 陈一宁 陈岩 《曲阜师范大学学报(自然科学版)》 CAS 2021年第3期55-62,共8页
针对区间支付合作对策的收益分配问题,基于经典Shapley值处理边际贡献的方法,考虑了团体边际贡献对于局中人收益分配的影响,定义区间支付合作对策上的团体贡献Shapley值.将经典Shapley值满足的三条公理进行拓展,证明提出的解满足Shaple... 针对区间支付合作对策的收益分配问题,基于经典Shapley值处理边际贡献的方法,考虑了团体边际贡献对于局中人收益分配的影响,定义区间支付合作对策上的团体贡献Shapley值.将经典Shapley值满足的三条公理进行拓展,证明提出的解满足Shapley值的公理化体系.最后通过算例分析区间支付合作对策上Shapley值与团体贡献Shapley值的异同特性,验证研究内容的有效性,并说明其现实意义. 展开更多
关键词 合作对策 区间支付 SHAPLEY值 团体贡献
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A Group Contribution Method for the Correlation of Static Dielectric Constant of Ionic Liquids
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作者 周颖 林真 +2 位作者 吴可君 徐国华 何潮洪 《Chinese Journal of Chemical Engineering》 SCIE EI CAS CSCD 2014年第1期79-88,共10页
Static dielectric constant is a key parameter to estimate the electro-viscous effect which plays important roles in the flow and convective heat transfer of fluids with ions in microfluidic devices such as micro react... Static dielectric constant is a key parameter to estimate the electro-viscous effect which plays important roles in the flow and convective heat transfer of fluids with ions in microfluidic devices such as micro reactors and heat exchangers.A group contribution method based on 27 groups is developed for the correlation of static dielectric constant of ionic liquids in this paper.The ionic liquids considered include imidazolium,pyridinium,pyrrolidinium,alkylammonium,alkylsulfonium,morpholinium and piperidinium cations and various anions.The data collected cover the temperature ranges of 278.15-343.15 K and static dielectric constant ranges of 9.4-85.6.The results of the method show a satisfactory agreement with the literature data with an average absolute relative deviation of 7.41%,which is generally of the same order of the experimental data accuracy.The method proposed in this paper provides a simple but reliable approach for the prediction of static dielectric constant of ionic liquids at different temperatures. 展开更多
关键词 ionic liquid static dielectric constant group contribution method
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