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Education and Training

  • Ph.D., Mathematics, August 2006 University of Houston, Houston, TX, USA
  • M.S., Mathematics, June 2000 Zhejiang Normal University, China
  • B.S., Mathematics, June 1997 Zhejiang Normal University, China

Research Interests

Dynamics of Networks, Mathematical Biology.

Research/Scholarly Activities

My research is in the area of nonlinear dynamical systems with focuses on bifurcation theory and applications of dynamics of networks. Currently, I work on

Theory of coupled cell systems
Dynamics of network motifs
Dynamics of generalized rivalry network
Grid formation in mammalian spatial navigation systems
NF-kB signaling pathway

Recent Publications

C. Diekman, M. Golubitsky and Y. Wang. Derived Patterns in Binocular
Rivalry Networks. J. Math. Neuro. (2013)

C. Diekman, M. Golubitsky, T. McMillen and Y. Wang. Reduction and dynamics of a generalized network with two learned patterns. SIAM J. Appl. Dynam. Sys. 11 (4) (2012) 1270-1309

M. Golubitsky, D. Romano, and Y. Wang. Network Periodic Solution: Rigid phase shift. . Nonlinearity. 25 (2012) 1045-1074.

Y. Wang, P.Paszek, C. A. Horton, H. Yue, M. R.White, D.B. Kell, M. R. Muldoon and D.S. Broomhead. A systematic study of the response of a NF-kappaB signalling pathway to TNFalpha stimulation. 297 (2012) 137-147 Journal of Theoretical Biology.

Y. Wang, P. Paszek, C. A. Horton, D. B. Kell and M. R. White, D. S. Broomhead and M. R. Muldoon. Interactions among oscillatory pathways in NF-kappaB signalling. 5(23), 2011, BMC Systems Biology