### I am currently affiliated with the University of Wisconsin-Madison (Department of Mathematics). My research area is the field of partial differential equations.

### chanwookim (dot) math (at) gmail (dot) com

*During the academic year of 2022-2023, Simons fellowship supports my sabbatical leave partly. *

Here is my *CV* (updated Jan/2022).

*All big things should start with the smallest, and big hard things should start with the easiest. ***Ahn, Chang-ho**

**Publications: **List online link ** **** **

Nonlinear Stability of inhomogeneous steady solutions to boundary problems of Vlasov-Poisson equation,

*pr**eprint*Exponential Mixing of Vlasov equations under the effect of Gravity and Boundary (J. Jin),

*submitted,**link**,**presentation*Vorticity Convergence from Boltzmann to 2D incompressible Euler equations below Yudovich class (J. La),

*submitted,*linkLipschitz continuous solutions of the Vlasov-Maxwell systems with a conductor boundary condition (Y. Cao),

*submitted,*linkHolder Regularity of the Boltzmann equation Past an Obstacle (D.Lee),

*accepted in**Comm. Pure Appl. Math.**,**link*Glassey-Strauss representation of Vlasov-Maxwell systems in a Half Space (Y. Cao), the KRM memorial issue for Bob Glassey, link

Passage from the Boltzmann equation with Diffuse Boundary to the Incompressible Euler equation with Heat Convection (Y.Cao, J.Jang), submitted, link

A note on acoustic limit for the Boltzmann equation (J.Jang),

*In: Salvarani F. (eds) Recent Advances in Kinetic Equations and Applications. Springer INdAM Series*, vol 48 (2021), linkDamping of kinetic transport equation with diffuse boundary condition (J.Jin),

*SIAM J. Math. Anal.**,*linkOn Some Recent Progress in the Vlasov-Poisson-Boltzmann System with Diffuse Reflection Boundary (Y.Cao),

*In: Salvarani F. (eds) Recent Advances in Kinetic Equations and Applications. Springer INdAM Series*, vol 48 (2021), linkRegularity of Stationary Boltzmann equation in Convex Domains (H.Chen),

*Arch. Rational Mech. Anal.*, linkIncompressible Euler limit from Boltzmann equation with Diffuse Boundary Condition for Analytic data (J.Jang),

*Annals of PDE*, linkDiffusive limits of the Boltzmann equation in bounded domain (R.Esposito, Y. Guo, R.Marra),

*Ann. Appl.**Math.*, 36, 111-185 (2020)*link*Global strong solutions of the Vlasov-Poisson-Boltzmann system in bounded domains, (Y.Cao, D.Lee),

*Arch. Rational Mech. Anal.*233 (3), 1027–1130 (2019)*sharedit**link*Local Well-posedness of Vlasov-Possion-Boltzmann system with generalized diffuse boundary condition, (H.Chen, Q.Li)

*Journal of Statistical Physics 179, 535-631*(2020)*link*Decay of the Boltzmann equation with the specular boundary condition in non-convex cylindrical domains, (D.Lee),

*Arch. Rational Mech. Anal. 230(1), 49-123 (2018)**sharedit**link*Dynamics and Stability of Surface Waves with Surfactants, (I.Tice),

*SIAM J. Math. Anal.*, 49(2), 1295–1332 (2017)*link*The Boltzmann equation with specular boundary condition in convex domains, (D. Lee),

*Comm. Pure Appl. Math., 71, 411-504 (2018)**link*,*Award by Korean Math Society*Stationary solutions to the Boltzmann equation in the Hydrodynamic limit, (R.Esposito, Y. Guo, R.Marra),

*Annals of PDE*, 4:1, 1-119 (2018)*sharedIt*linkRegularity of the Boltzmann Equation in Convex Domains, (Y.Guo, D.Tonon, A.Trescases),

*Invent. Math,*207, 115–290 (2017)*sharedIt**link*BV-regularity of the Boltzmann equation in Non-convex Domains, (Y.Guo, D.Tonon, A.Trescases),

*Arch. Rational Mech. Anal.*, 220, 1045-1093 (2016)*sharedIt**link*Non-Isothermal Boundary in the Boltzmann Theory and Fourier Law (R.Esposito, Y. Guo, R.Marra),

*Commun. Math. Phys*, 323, 177-239 (2013)*sharedIt**link*The viscous surface-internal wave problem: global well-posedness and decay (I.Tice, Y. Wang),

*Arch. Rational Mech. Anal.*, 212, 1-92 (2014)*sharedIt**link*Boltzmann Equation with a Large Potential in a Periodic Box,

*Comm. PDE*, 39, 1393-1423 (2014)*link*,*file*The Boltzmann Equation near a Rotational Local Maxwellian, (S. Yun),

*SIAM J. Math. Anal.,*44, 2560-2598 (2012)*link*Formation and Propagation of Discontinuity for Boltzmann Equation in Non-Convex Domains,

*Commun. Math. Phys*, 308, 641-701 (2011)*sharedIt**link*

**Grants**: NSF-DMS 1501031, NSF-DMS 1900923, NSF-CAREER 2047681, Brain Pool fellowship, Simons fellowship