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    教師基本信息

     

     

    姓名

    周犁文

     

     

    職務(wù)

     

    職稱(chēng)

    副教授

    電子郵件

    [email protected]

    研究方向

    流形上的最優(yōu)化理論

    個(gè)人主頁(yè)

     

     

      研究項(xiàng)目

    四川省教育廳項(xiàng)目,14ZB0059,Hadamard流形上的最優(yōu)化理論研究 ,2014/01-2015/12,1萬(wàn)元,已結(jié)題,主持

      論文專(zhuān)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 manifolds,Taiwanese   Journal of Mathematics2013,173):833-855,(SCI   三區(qū))

    (3)           Existence   of Solutions for Vector Optimization on Hadamard ManifoldsJournal   of Optimization Theory and Applications,2013,1571):44-53,(SCI二區(qū))

    (4)           The   proximal point algorithm for pseudomonotone variational inequalities on   Hadamard manifoldsOptimization Letters,2013,74):779-790,(SCI二區(qū))

    (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二區(qū))

    (6)           Gap   functions and descent methods for equilibrium problems on Hadamard manifolds,   Journal of Nonlinear and Convex Analysis, 2016,17(4) : 807-826(SCI三區(qū))

    (7)           Existence   results for a class of hemivariational inequality problems on Hadamard manifolds,   Optimization, 2016, 65(7): 1451-1461. (SCI三區(qū))

    (8)           New   Characterization of Geodesic Convexity on Hadamard Manifolds with   Applications, Journal of Optimization Theory and Applications,2017,   1722):824-844,(SCI二區(qū))

    (9)           Zhou   Li-wen,Huang Nan-jing,A   revision on geodesic convex combination and KKM theorem on Hadamard manifoldsJournal   of Optimization Theory and Applications,審稿中

    (10)          Image   space analysis for generalized optimization problems on Hadamard manifolds,Optimization,審稿中

      獲獎(jiǎng)情況

    油氣田開(kāi)發(fā)過(guò)程的技術(shù)集成管理研究及應(yīng)用 中華人民共和國(guó)教育部 科技進(jìn)步 省部一等獎(jiǎng) 2016.02.26,排名22.

          

    Image Space Analysis on Hadamard manifolds, IFORS 2017,加拿大,魁北克城 2017.7.17 (會(huì)議報(bào)告)

     

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