** Kyungkeun Kang **

**¢º Contact Information**

**- Address : Department of Mathematics, Yonsei University, 50 Yonsei-ro, **

** Seodaemoon-gu, Seoul 120-749, Republic of Korea**

**- Office : +82-(0)2-2123-5583 **

**- Fax : +82-(0)2-392-6634**

- E-mail : kkang@yonsei.ac.kr

**¢º Education**

**- Professor, ****Department of Mathematics****, ****Yonsei University ****(since March 2014)**

**- Associate professor, ****Department of Mathematics****, ****Yonsei University ****(since March 2011)**

**- Associate professor, ****Department of Mathematics****, ****Sungkyunkwan University ****(Oct. 2009-Feb. 2011)**

**- Assistant professor, Department of Mathematics, Sungkyunkwan University (Sept. 2005-Sept. 2009)**

**- Postdoctoral fellow, ****Department of Mathematics****, ****University of British Columbia ****and ****Pacific Institute for the Mathematical Sciences (PIMS)**** (Sept. 2003- July 2005) **

**- Postdoctoral associate, ****Max Planck Institute for the Mathematical Sciences ****in Leipzig (Oct. 2002- Aug. 2003)**

**- Ph. D. in ****Mathematics****, ****University of Minnesota****, June 2002 ****(Thesis: On boundary regularity for the Stokes and Navier-Stokes equations, Adviser: Professor Vladimir Sverak )**

- M. S. in Mathmatics, Yonsei University, South Korea, Feb. 1997 **(Thesis: Idetification on a free boundary arising in a magnetohydrodynamics system, Advisor: Professor: Jin keun Seo)**

- B.S. in Mathematics, Yonsei University, South Korea, Feb. 1993

**¢º Research Interests**

**- Fluid equations(e.g. Navier-Stokes equations)**

**- Chemotaxis models (e.g. Keller-Segel equations)**

- Geometric maps (e.g. Schroedinger flow)

**¢º ****Curriculum Vitae**

**¢º ****Preprints **

*-**Global Well-posedness of the Chemotaxis-Navier-Stokes Equations in two dimensions (with M. Chae, J. Lee and K.-A. Lee).*

*-Magnetic resonance-based reconstruction method of conductivity and permittivity distributions at the Larmor frequency (with H. Ammari, H. Kwon, Y. Lee and J-K. Seo).*

**-Electrical impedance tomography-based pressure-sensing using conductive membrane (with H. Ammari, K. Lee and J.-K. Seo).**

*-Asymptotic behaviors of solutions for an aerobatic model coupled to fluid equations *(with M. Chae and J. Lee).

*-Blowup and global solutions in a chemotaxis-growth system (with A. Stevens).*

-Existence of global solutions for a Keller-Segel-fluid equations with non-linear diffusion (with J.-S. Chung).

-Local regularity criteria of the Navier-Stokes equations with slip boundary conditions (with H.-O. Bae and M.-H. Kim).

**-***Caccioppoli type inequality for the solution of a non-stationary and nonlinear variant of the Stokes system and its applications* **(with B.-J. Jin).**

-**-****-***Estimates of anisotropic Sobolev spaces with mixed norms for the Stokes system in a half-space* **(with T.-K. Chang). (PDF)**** **