연구 분야

수학 전공과 수학 교육을 아우르는 수학교사 양성

주요 경력

• 한국고등과학원-연구원
• 한국외국여대학교-교수

주요 학술논문 및 저서

• Sphere-Foliated Minimal and Constant Mean Curvature Hypersurfaces in Space Forms and Lorentz-Minkowski Space, Rocky Mt. J. of Math. (2002)
• Every ring type spanner in a wedge is spherical, Math. Ann. (2005)
• Regularity of soap film-like surfaces spanning graphs in a Riemannian manifold, J. Korean Math. Soc. (2008) with R. Gulliver, J. Pyo and K. Seo
• Symmetric surfaces of constant mean curvature in 𝕊3, Pac. J. of Math (2009) with J. McCuan and R. Hynd
• Capillary surfaces in a convex cone, Math. Z. (2011) with J. Choe
• A constant mean curvature annulus tangent to two identical spheres is Delauney, Pac. J. of Math (2011)
• On Constant Mean Curvature Graphs with Convex Boundary, Bull. Korean Math. Soc. (2013)
• Annular capillary surface with vertices in a triangular cone in R3, Bull. Korean Math. Soc. (2025)
• 수학의 이해, 방송통신대학교출판부 (김승욱, 김영록)