Postdoc @ ISU Math
Major : Applied Mathematics
Minor : BCB(Bioinform. & Comput. Biol.)
I am a Postdoc in the Department of Mathematics at Iowa State University. I received my B.S. and M.S. degrees from National Taiwan Normal University in 2002 and 2004, and Ph.D. from Iowa State University in 2013. I was working in National Taiwan Normal University and Iowa State University as an teaching/research assistant, and Taipei Municipal High School as a math teacher. My research interests are in mathematical modeling, differential equation, and mathematical biology. I have leaded the study group of Analysis and Applied Math, and taught Calculus, Differential Equation, College Algebra, Discrete Math, and some high school math in these years.
DAVID M. ACKERMAN, IGOR I. SLOWING, and JAMES W. EVANS, Langevin
and Fokker-Planck analyses of inhibited molecular passing processes controlling
transport and reactivity in nanoporous materials,
Phys. Rev. Lett.
113, 038301 (2014). Download
CHI-JEN WANG, YONG HAN, HOLLY WALEN, SELENA M. RUSSELL, PATRICIA A. THIEL, and JAMES W. EVANS, Analytic formulations for one-dimensional decay of rectangular homoepitaxial islands during coarsening on anisotropic fcc(110) surfaces, Phys. Rev. B 88, 155434 (2013). Download
CHI-JEN WANG, DA-JIANG LIU and J.W. EVANS, Schloegl's second model for autocatalysis on hypercubic lattices: Dimension-dependence of generic two-phase coexistence, Phys. Rev. E 85, 041109 (2012). Download
CHI-JEN WANG, XIAOFANG GUO, DA-JIANG LIU and J.W. EVANS, Schloegl's Second Model for Autocatalysis on a Cubic Lattice: Mean-Field-Type Discrete Reaction-Diffusion Equation Analysis , J. Stat. Phys. 144 (2011), 1308-1328. Download
JONG-SHENQ GUO, BEI HU, AND CHI-JEN WANG, A nonlocal quenching problem arising in a micro-electro mechanical system , Quart. Appl. Math. 67 (2009), 725-734. Download
JONG-SHENQ GUO, SATOSHI SASAYAMA, AND CHI-JEN WANG, Blowup rate estimate for a system of semilinear parabolic equations, Communications on Pure and Applied Analysis, 8 (2009), 711-718. Download
JONG-SHENQ GUO, YUNG-JEN LIN GUO, AND CHI-JEN WANG, Global and non-global solutions of a nonlinear parabolic equation. Taiwanese J. Math. 9 (2005), 187-200. Download
Talk: Spatial epidemic models: lattice differential equation analysis of wave and droplet-like behavior, Mathematical Biology Seminar, GaTech, Mar 2014.
Talk: A nonlocal quenching problem arising in a micro-electro mechanical system, FRI Seminar, ISU, Nov 2013.
Talk: Wave and droplet solutions for
a spatial epidemic model exhibiting a discontinuous transition to an
all-healthy state, AMS Central Sectional Meeting, ISU, Apr 2013.
Talk: Fokker-Planck equation analysis of the passing of diffusing particles in narrow pores, KI- Net Workshop, ISU, Apr 2013.
Poster: Spatial Epidemic described by Durrett's Quadratic Contact Process: Generic Two-Phase Coexistence between Infected and All-Healthy States, IMA Workshop, Dec 2012
Talk: Lattice Differential Equation Analysis of Schloegl's lSecond Model for Particle Creation and Annihilation, 2012 SIAM Annual Meeting, July 2012
Poster: Spatial Epidemic described by Durrett's Quadratic Contact Process: Generic Two-Phase Coexistence between Infected and All-Healthy States, MBI Workshop, OSU, April 2012
Talk: Schlogl model for particle annihilation and creation in the quadratic contact process, Computational and Applied Mathematics Seminar, ISU, April 2010