姓名 | 付风云 | 职称 | 副教授 |
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学位 | 博士 | 电子邮箱 | ffy1984229@163.com | |
研究方向 | 几何分析 | |||
个人主页或 个人微信公众号 |
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主讲课程 | 空间解析几何、线性代数、微积分、概率论与数理统计 | |||
科研成果 | 2016年1月-12月 主持一项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No(11526055)”。 | |||
学术论文 | 1、Fu Fengyun, Peibiao Zhao, A property on geodesic mappings of pseudo-symmetric Riemannian manifolds. Bulletin of the Malaysian Mathematical Sciences Society. 33(2), 265-272 (2010)(SCI). 2、Fu Fengyun, Xiaoping Yang, Peibiao Zhao, Some properties of S-Semi-Symmetric metric connection. International Journal of Contemporary Mathematical Sciences. 6(37), 1817-1827 (2011). 3、Fu Fengyun, Xiaoping Yang, Peibiao Zhao, Geometrical and physical characteristics of some class of conformal mappings. Journal of Geometry and Physics. 62(6), 1467-1479 (2012)(SCI). 4、Fu Fengyun , Persistence Properties of the Solutions to a Generalized. Two-component Camassa-Holm Shallow Water System. Nonlinear analysis, Theory, methods & applications. 128(2015), 77-85.（SCI）. 5、Fu Fengyun，Han Yanling, and Zhao peibiao, Geometric and physical characteristics of mixed super quasi-Einstein manifolds, International Journal of Geometric Methods in Modern Physics. Vol. 16, No. 7 (2019) 1950104 (SCI). 6、Han Yanling, Fu Fengyun, Zhao peibiao, A Class of Non-Holonomic Projective Connection on Sub-Riemannian Manfolds. Filomat. 31(5), (2017) 1295-1303. 7、 Han Yanling, Fu Fengyun, A Classification of Conformal-Weyl Manifols. In View of Non-metric Connections. Facta Universitatis(NIS). SER. MATH. INFORM. 31(2), (2016) 513-527. 8、Han Yanling, Fu Fengyun, Zhao Peibiao, On Semi-Symmetric Metric Connection In Sub-Riemannian Manifolds. Tamkang Journal of Mathematics. 47(4),(2016) 373-384. 9、Tang Wanxiao, Ho Talyun, Fu Fengyun, Zhao Peibiao, On a Quater-Symmetric Projective Conformal Connection. Internatonal Electronic Journal of Geometry. 10(2), (2017) 37-45. 10、Tang Wanxiao, Ho Talyun, Ri Kwang II, Fu Fengyun, Zhao Peibiao, On a Generalized Quater-Symmetric Metric Recurrent Connection. Filomat. | |||
