Fenghong Yang-中央财经大学统计与数学学院

Faculty Overview

Fenghong Yang

SOURCE : TIME:2015-01-17

Fenghong YANG

Associate Professor

Address: Central University of Finance and Economics, School of Statistics and Mathematics, 39 Xue Yuan Nan Road, Haidian District, Beijing, 100081 P. R. China

Tel:

Fax:

Email: fhyang@cufe.edu.cn

Research Interest

Nonlinear dynamics and its applications

Education

2001.9-2005.7 PhD in Science, Tsinghua University, Applied Mathematics

1998.9-2001.7 Master in Science, Hebei Normal University, Pure Mathematics

1992.9-1996.7 Bachelor in Science, Hebei Normal University, Mathematics

Employment

1996.7-2001.9 Hebei Normal University

2005.7-2007.6 Beijing University of technology

2007.6- Central University of Finance and Economics

Courses

1. Advanced Algebra (undergraduate course)

2. Linear Algebra (undergraduate course)

3. Analytic Geometry (undergraduate course)

Publications

1 Fenghong Yang, Miao He, Yun Tang and Ming Rao, Inexact block Newton methods for solving nonlinear equations. Applied Mathematics and Computation, 2005, 162:1207-1218. (SCI, EI )

2 Yun Tang, Fenghong Yang. Classification of homoclinic tangencies for periodic perturbed systems. Chaos Solitons & Fractals, 2006, 28(1):76-89. (SCI, EI )

3 Fenghong Yang, Wei Zhang and Ji Wang �� Sliding bifurcations and chaos induced by dry friction in a braking system, Chaos, Solitons & Fractals, 2009,40(3):1060-1075. (SCI, EI )

4 Hongzhi Tong, Di-rong Chen and Fenghong Yang. Least Square Regression with L^p-Coefficient Regularization. Neural Computation, 2010, 22:3221-3235. (SCI )

5 L. H. Chen, W Zhang and F. H. Yang. Nonlinear dynamics of higher-dimensional system for an axially accerating viscoelastic beam with in plane and out-of-plane vibrations. Journal of sound and Vibration, 2010, 329:5321-5345. (SCI )

6 Hongzhi Tong, Di-rong Chen and Fenghong Yang �� Support vector machines regression with l¹-regularizer Journal of Approximation Theory �� 2012 �� 164(10):1331-1344. (SCI )

7 Fenghong Yang and Hongzhi Tong �� Homoclinic tangencies for a Rotor-Active Magnetic Bearings System �� Applied Mechanics and Materials, 2013, 275:941-946. (EI )

8 Bin Xu, Fenghong Yang, Yun Tang and Mu Lin, Homoclinic Bifurcations in Planar Piecewise-Linear Systems, Discrete Dynamics in Nature and Society Vol. 2013, Article ID 732321, 9 pages (SCI )