Chi-Jen Wang

Postdoc @ ISU Math

Major : Applied Mathematics

Minor : BCB(Bioinform. & Comput. Biol.)

**Starting
Fall 2014, I will be in the School of
Mathematics at Georgia Institute of Technology. to new page**

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.

Publication:

CHI-JEN WANG,
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

Presentations:

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