付风云

姓名

付风云

职称

副教授

学位

理学博士

电子邮箱

ffy1984229@163.com

研究方向

微分几何

个人主页或

个人微信公众号

无

主讲课程

解析几何、概率论与数理统计、线性代数、微积分

教研成果

科研成果

2016.01-2016.12国家自然科学基金天元基金，一类闭半黎曼流形的几何与拓扑性质（主持）

学术论文

（1）FuFengyun, Zhao Peibiao,  A property on geodesic mappings ofpseudo-symmetric Riemannian manifolds. Bulletin of the MalaysianMathematical Sciences Society.  2010, 33(2), 265-272.

（2）FuFengyun,Yang Xiaoping, Zhao Peibiao, Some properties of S-Semi-Symmetricmetric connection. International Journal of ContemporaryMathematical Sciences. 2011,6(37), 1817-1827 .

（3）FuFengyun,Yang Xiaoping, Zhao Peibiao, Geometrical and physicalcharacteristics of some class of conformal mappings. Journal ofGeometry and Physics. 2012,62(6), 1467-1479 .

（4）ZhuYuan,Fu Fengyun, PersistenceProperties of the Solutions to a Generalized Two-componentCamassa-Holm Shallow Water System. Nonlinear analysis, Theory,methods & applications.  128(2015), 77-85.

(5)FuFengyun,Han Yanling, Zhao Peibiao, Geometricand physical characteristics of mixed super quasi-Einsteinmanifolds. International Journal of Geometric Methods in ModernPhysics. 16(7), (2019)

（6）HanYanling,Fu Fengyun,Zhao peibiao, AClass of Non-Holonomic Projective Connection on Sub-RiemannianManfolds. Filomat. 31(5), (2017) 1295-1303.

（7）HanYanling,Fu Fengyun,A Classification of Conformal-Weyl Manifolds In View of Non-metricConnections. Facta Universitatis(NIS). SER. MATH. INFORM. 31(2),(2016) 513-527.

（8）HanYanling,Fu Fengyun,Zhao Peibiao, On Semi-Symmetric Metric Connection InSub-Riemannian Manifolds. Tamkang Journal of Mathematics.47(4),(2016) 373-384.

（9）TangWanxiao, Ho Talyun, FuFengyun, ZhaoPeibiao, On a Quater-Symmetric Projective Conformal Connection.Internatonal Electronic Journal of Geometry. 10(2), (2017) 37-45.

个人荣誉