HOHAI UNIVERSITY
college of science
Yang Fenglian

FENGLIAN YANG

Hohai Universityyangfl02@gmail.com;; yangfenglian@hhu.edu.cn

EDUCATION

Lanzhou University—Lanzhou, Gansu

Majoring in Mathematics

Bachelor Degree : Sep. 2002–Jun. 2006

Lanzhou University—Lanzhou, Gansu

Majoring in Computer Mathematics

Doctor Degree : Sep. 2006–Dec. 2011

Advisor: Prof. Ting Wei

TEACHING EXPERIENCE

Recent Courses

Linear Algebra

Probability and Mathematical Statistics

Computational Method

RESEARCH INTEREST

ResearcherID: A-1081-2011

Radial basis function (Meshfree Method)

Adaptive greedy method

Iteration method

Inverse problems

EXTRAMURAL VISITING ACTIVITY

Research Assistant

Baptist University of Hong Kong,Hong Kong

Jan. 18th, 2010–Apr. 17th, 2010 and Nov. 15th, 2010–Mar. 14th, 2011

Under the supervision of Leevan Ling.

PUBLICATIONS

Selected journal papers

L.Yan, F. L. Yang*, The method of approximate particular solutions for the time-fractional diffusion equation with a non-local boundary condition, Computers and Mathematics with Applications, 70:254-264, 2015.

L. Yan, F. L. Yang*, A Kansa-type MFS scheme for two-dimensional time fractional diffusion equations, Engineering Analysis with Boundary Elements, 37(11), 1426-1435, 2013.


F. L. Yang, L. Ling*, On numerical experiments for Cauchy problems of elliptic operators, Engineering Analysis with Boundary Elements 2011, 35(7): 879-882.

F. L. Yang, L. Ling, T. Wei*, An adaptive greedy technique for inverse boundary determination problem. Journal of Computational Physics 2010, 229(22): 8484-8496 .

F. L. Yang, L. Yan, T. Wei*, The identification of a Robin coefficient by a conjugate gradient method. International Journal for Numerical Methods in Engineering 2009, 78:800-816.

L. Yan, C. L. Fu*, F. L. Yang, The method of fundamental solutions for the inverse heat source problem. Engineering Analysis with Boundary Ele