檢視李晓蹊的原始碼

{| class="wikitable" style="float:right; margin: -10px 0px 10px 20px; text-align:left"
|<center>''' 李晓蹊  '''<br><img src=" https://ems.whu.edu.cn/__local/1/A8/6E/6B93E796ED18432194342074D2B_7EA39550_1D51B.png " width="180"></center><small>[https://ems.whu.edu.cn/szdw/qzjs/jjx.htm  武汉大学经济与管理学院]

</small> 
|}

'''李晓蹊'''，男， 武汉大学经济与管理学院教授。

==教学课程==
运筹学、[[动态优化]]、[[初级金融学]]、公司金融

==研究领域==
[[博弈论]]

==学术经历==

数理经济与数理金融系助理教授，武汉大学，2016年9月—至今

经济理论与应用研究所助理研究员，法国塞尔吉大学，2015年9月—2016年8月

==研究成果==

=== 国际期刊论文 ===

Li,X., &Sorin,S. (2016).Uniform Value for Recursive Games with Compact Action Sets.Operations Research Letters. 44: 575-577.（B类学院奖励期刊）

Li,X.,Quincampoix, M.&Renault,J. (2016).Limit Value for Optimal Control with General Means.Discrete and Continuous Dynamical Systems - Series A. 36: 2113-2132.（SCI检索）

Li,X., &Venel,X. (2016).Recursive Games:Uniform Value, Tauberian Theorem and the Mertens Conjecture “Maxmin=lim v(n)=lim v(λ)”.International Journal of Game Theory. 45: 155-189.（SCI & SSCI检索）

Li, X.(2018).Uniform Value for Some Nonexpansive OptimalControl Problems with GeneralEvaluations.IEEE Transactions on Automatic Control, To Appear. (B+类学院奖励期刊)

=== 国际会议论文 ===

Li,X., &Venel,X. (2015).Recursive Games:Uniform Value, Tauberian Theorem and the Mertens Conjecture “Maxmin=lim v(n)=lim v(λ)”.SIAM Conference on Control and Optimization (CT15), Paris, France, August 2015.

Li,X.,Quincampoix, M.&Renault,J. (2015).Limit Value for Optimal Control with General Means.International Conference in Honor of Abraham Neyman, Jerusalem, Israel, July 2015.

==科研项目==

The sub-game perfect equilibrium of repeated games with time-dependent discounting, 2017-2019, Ref.413000052

The limit properties of repeated games with time-dependent discounting, 2018-2020, Ref.11701432<ref>[https://ems.whu.edu.cn/index.htm 武汉大学经济与管理学院]</ref>
==参考资料== 
{{reflist}}

[[Category:教授]]