Jeonghun (John) Lee

Graduate Student

University of Minnesota, School of Mathematics
206 Church Street S.E, Minneapolis, MN 55455

Phone: 1 612 625 2077
Email: leex2454 at math.umn.edu
Office: Vincent Hall 426

About me

I am a Ph.D. candidate in School of Mathematics, University of Minnesota. I am working on numerical analysis of partial differential equations under Douglas N. Arnold. My main interests are wave propagation problems from mechanics and physics (CV). I will work at the Aalto University in Finland from this Fall.

Education

Ph.D. University of Minnesota, Mathematics (2005 - Present), Advisor : Douglas N. Arnold
M.S. Seoul National University, Mathematics (2000-2001), Advisor : Inkang Kim
B.S. Seoul National University, Mathematics Education (1996 - 2000)

Research Interests

Numerical Analysis of PDEs, Scientific Computing, Continuum Mechanics, Biomedical Engineering

Papers

1. J. Colliander, M. Czubak, J. Lee, Interaction Morawetz estimate of magnetic Schrodinger equation and applications, submitted to Math. Ann. (pdf)
2. J. Lee, Mixed methods for linear elastodynamics with weak symmetry elements, in revision, (movies 1), (movies 2), (movies 3)
3. J. Lee, Mixed finite element methods for linear viscoelastic solids, in preparation

Talks and Presentations

1. Concentration compactness (expository), Jr. Colloquium, University of Minnesota, February 2009
2. Restriction theorems in Fourier analysis and application to PDE (expository), Jr. Colloquium, University of Minnesota, November 2009
3. Finite element exterior calculus (expository), Computational Wave Propagation, IMA PI Summery Graduate Program, Michigan State University, June 2010
4. Mixed methods for linear elastodynamics with weak symmetry elements, Finite Element Circus, University of Connecticut, October, 2011

Teaching

I am a research assistant this semester. My teaching experiences are :

Precalculus, Calculus, Differential Equations and Linear Algebra, Multivariable Calculus, Engineering Mathematics (including Fourier analysis)

The views and opinions expressed in this page are strictly those of the page author. The contents of this page have not been reviewed or approved by the University of Minnesota.
leex2454@math.umn.edu