연구처

학력

Courant Institute of Mathematical Sciences, Ph.D (2009.05.31)
Seoul National University, B.S. (2024)

주요 경력

Professor, Department of Mathematical Sciences, UNIST (2024.09 -- Present)
Associate Professor, Department of Mathematical Sciences, UNIST (2018.09 -- 2024.08)
Assistant Professor, Department of Mathematical Sciences, UNIST (2014.08 -- 2018.08)
Krener Assistant Professor, Department of Mathematics, UC Davis (2012.07 -- 2014.06)
Research Associate, CSCAMM, University of Maryland (2009.08 -- 2012.06)

연구분야

점성 유체 방정식의 시간 대역적 성질 / Long Time Behavior of Solutions to Viscous Fluid Equations

Long Time Behavior of Solutions to Viscous Fluid Equations

연구주제

점성 유체 모델의 해의 존재성 및 정칙성 연구, 자유 경계 문제, 점성 자기 유체 모델의 수학적 분석
Well-posedness and Regularity of Viscous Fluid Equations, Free Boundary Problems, Mathematical Analysis of Viscous MHD

Well-posedness and Regularity of Viscous Fluid Equations, Free Boundary Problems, Mathematical Analysis of Viscous MHD

국가연구개발사업 기술 분류체계

국가과학기술표준분류

NA. 수학 > NA02. 해석학 > NA0206. 편미분방정식

논문

H Bae, K. Kang, J. Shin. On the regularity of magneto-vorticity field and the global existence for the Hall magnetohydrodynamic equations. Nonlinearity 38 (2025), no 8. Paper No. 085002

H. Bae, Y. Choi, K. Kang. Well-posedness and asymptotic stability of solutions for the incompressible Toner-Tu model. SIAM J. Math. Anal. 57 (2025), no. 1, 637–660.