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教师基本信息

 

 

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姓名

周犁文

 

 

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职务

 

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职称

副教授

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电子邮件

zhouliwen@live.cn

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研究方向

流形上的最优化理论

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个人主页

 

 

*  研究项目

四川省教育厅项目,14ZB0059Hadamard流形上的最优化理论研究 ,2014/01-2015/121万元,已结题,主持

*  论文专著

(1)           Theory,   practice, and specialization: The case for the humanities, Arts &   Humanities in Higher Education , 2012 , 11 (3) :206-223  (CSCD)

(2)           Roughly   geodesic b-invex and optimization problem on Hadamard manifoldsTaiwanese   Journal of Mathematics2013173):833-855,(SCI   三区)

(3)           Existence   of Solutions for Vector Optimization on Hadamard ManifoldsJournal   of Optimization Theory and Applications20131571):44-53,(SCI二区)

(4)           The   proximal point algorithm for pseudomonotone variational inequalities on   Hadamard manifoldsOptimization Letters201374):779-790,(SCI二区)

(5)            Gap   Functions and Global Error Bounds for Generalized Mixed Variational   Inequalities on Hadamard Manifolds, Journal of Optimization Theory and   Applications, 2016, 168(3) 830-849,(SCI二区)

(6)           Gap   functions and descent methods for equilibrium problems on Hadamard manifolds,   Journal of Nonlinear and Convex Analysis, 2016,17(4) : 807-826(SCI三区)

(7)           Existence   results for a class of hemivariational inequality problems on Hadamard manifolds,   Optimization, 2016, 65(7): 1451-1461. (SCI三区)

(8)           New   Characterization of Geodesic Convexity on Hadamard Manifolds with   Applications, Journal of Optimization Theory and Applications2017,   1722):824-844,(SCI二区)

(9)           Zhou   Li-wenHuang Nan-jingA   revision on geodesic convex combination and KKM theorem on Hadamard manifoldsJournal   of Optimization Theory and Applications,审稿中

(10)          Image   space analysis for generalized optimization problems on Hadamard manifoldsOptimization,审稿中

*  获奖情况

油气田开发过程的技术集成管理研究及应用 中华人民共和国教育部 科技进步 省部一等奖 2016.02.26,排名22.

*      

Image Space Analysis on Hadamard manifolds IFORS 2017,加拿大,魁北克城 2017.7.17 (会议报告)

 

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