姓名：陈小民【教授】
陈小民，江西赣州人，教授，硕士生导师，2011 年 7 月结业于北京师范大学，获博士学位。主要从事几何学与统计学研究事情，担当北京高校高等教育学会数学分会理事。
联系方法：xmchen@cup.edu.cn
主要科研项目：
1、北京市自然科学基金《切触几何相关问题研究》，2019.1-2020.12，主持；
2、国家自然基金《辛几何拓扑及相关问题研究》，2010/01-2012/12，加入；
3、校级科研项目《核磁共振测井、油气藏数值模拟及动力系统中若干前沿数学问题的理论和应用研究》，2015.12-2018.12，加入
4、校级科研项目《大数据和人工智能驱动的油气田开发地质领域新应用》，2020.12-2022.12，加入
代表性论文：
[1]Xiaomin Chen, Compact gradient shrinking ρ-Einstein solitons with pinching conditions, J. Geom. Phys.，Volume 201, July 2024, 105216(SCI)
[2]Xiaomin Chen, Compact gradient Einstein-type manifolds with boundary satisfying the weakly Einstein condition，J. Geom. Phys.，Volume 187, May 2023, 104792(SCI)
[3]Xiaomin Chen and Yifan Yang, Static perfect fluid space-time on contact metric manifolds, Period. Math. Hungarica, Vol. 86, pages 160-171, (2023)(SCI)
[4]Xiaomin Chen and Yifan Yang, Hopf hypersurfaces of the homogeneous nearly Kahler S^3 x S^3 satisfying certain commuting conditions, Bull. Korean Math. Soc., 59(2022), No.6, 1567-1594.(SCI)
[5]Xiaomin Chen and Uday Chand De, The k-almost Yamabe solitons and almost coKahler manifolds, Intern. J. Geom. Methods Modern Phys. 18(2021), No. 11, 2150179 (16 pages)(SCI)
[6]Xiaomin Chen, Einstein-Weyl structures on real hypersurfaces of complex two-plane Grassmannians, Colloq. Math. 166(2021), No.3, 199-216.(SCI)
[7]Xiaomin Chen, Three dimensional contact metric manifolds with Cotton solitons, Hiroshima Math. J., 51(2021), No.3, 275–299(SCI)
[8]Xiaomin Chen, Almost Quasi-Yamabe Solitons on Almost Cosymplectic Manifolds, Intern. J. Geom. Methods Modern Phys., 17(2020), No. 5, 2050070(16 pages)(SCI)
[9]Xiaomin Chen, Quasi-Einstein structures and almost cosymplectic manifolds, RACSAM, 114(2020), No.3, DOI: 10.1007/s13398-020-00801-x(SCI)
[10]Xiaomin Chen, On weakly Einstein almost contact manifolds, J. Korean Math. Soc. 57 (2020), No. 3, 707-719 (SCI)
[11]Xiaomin Chen, Einstein–Weyl structures on almost cosymplectic manifolds, Period. Math. Hungarica, 79 (2019), No.2, 191-203. (SCI)
[12]Xiaomin Chen, Ricci solitons in almost f-cosymplectic manifolds, Bull. Belgian Math. Soc. Simon Stevin, 25(2018), No.2, 305-319. (SCI)
[13]Xiaomin Chen, Real hypersurfaces of complex quadric in terms of star-Ricci tensor, Tokyo J. Math., 41(2018), No.2, 587 –601. (SCI)
[14]Xiaomin Chen, Real hypersurfaces with Miao-Tam critical metrics of complex space forms, J. Korean Math. Soc., 55(2018), No.3, 735-747. (SCI)
[15]Xiaomin Chen, Real hypersurfaces with *-Ricci tensors in complex two-plane Grassmannians, Bull. Korean Math. Soc., 54(2017), No.3, 975-992.(SCI)
出书课本:
[1] 高等数学（上册 富媒体），石油工业出书社，2022
[2] 高等数学学习指导与习题详解，石油工业出书社，2022
获得声誉：
北京市教学效果一等奖和二等奖、校级教学效果特等奖、第三届青年西席教学效果卓越奖、第十届青年教学主干等。
学生招生：拟招收对几何学有兴趣的学术型研究生和应用统计的专业型研究生。
