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[1]Xiao-Hui Yu, Qiang Zhang.An extension of cooperative
fuzzy games.Fuzzy Sets and Systems, 2010,
161(11):1614-1634.(SCI)
[2]Xiao-Hui Yu, Qiang Zhang.A Study on Nash equilibrium of
fuzzy noncooperative games.Journal of Systems Engineering and
Electronics, 2010.21(1):47-56. (SCI)
[3]Xiao-Hui Yu, Qiang Zhang. The fuzzy core in games with
fuzzy coalitions.Journal of Computational and Applied
Mathematics, 2009, 230(1): 173-186.(SCI)
[4]Xiao-Hui Yu, Qiang Zhang.Profit allocation scheme among
players in Supply-Chain based on Shapley values of fuzzy bi-cooperative
games.Journal of Beijing Institute of Technology,
2009, 18(1):106-111.(EI)
[5]于晓辉,张强.多目标线性生产规划的模糊联盟对策.运筹与管理,
2009, 18(2):66-73.
[6]于晓辉,张强.基于区间Shapley值的生产合作利益分配研究.北京理工大学学报（自然科学版）,
2008, 28(7): 655-658. (EI)
[7]Xiao-Hui Yu, Qiang Zhang. Shapley value for cooperative
games with fuzzy coalition.Journal of Beijing Institute of
Technology,2008, 17(2): 249-252.(EI)
[8]于晓辉,张强.具有区间支付的合作对策的区间Shapley值.模糊系统与数学,
2008, 22(5): 151-156.
[9]于晓辉,张强.模糊支付合作对策的核心及其在收益分配问题中的应用.模糊系统与数学,
2010.6：65-75.
[10]于晓辉等.模糊条件下的企业产学研预期收益分配研究.运筹与管理.，已录用.
[11]于晓辉等.基于AHP与逻辑模型的科技项目绩效评价方法.情报工程，2015.1（1）：74-80.
[12]于晓辉等.基于模糊综合评价法与AHP的企业全面风险绩效评价研究.情报工程，2015.1（2）：83-90..
[13]于晓辉等.交通运输安全生产的诚信评估体系研究,交通企业管理，2015.30（11）：12-14.
[14]Xiao-Hui Yu, Qiang Zhang. A new Shapley value for fuzzy cooperative
games. Proceedings of International Conference on Management Science and
Engineering Management, Chengdu, China, 2007.9: 349-358. (EI)
[15]Xiao-Hui Yu, Qiang Zhang .The Shapley value for fuzzy bi-cooperative
games,ISKE-2007 Proceedings, China,2007.10. (EI)
[16]Xiao-Hui Yu, Qiang Zhang .The fuzzy cores for fuzzy cooperative games.
Proceeding of the International Conference on Risk and Reliability Management,
Beijing,2008.（ISTP）
[17]于晓辉,张强.模糊合作对策的区间Shapley值.中国管理科学（专）, 2007, 15:76-80.
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