Publications

• Generalized Schauder theory and its application to degenerate/singular parabolic equations (with Takwon Kim and Ki-Ahm Lee)
  Math. Ann. Published: 03 June 2024

• C1,α-regularity for solutions of degenerate/singular fully nonlinear parabolic equations (with  Ki-Ahm Lee and Se-Chan Lee)
  J. Math. Pures Appl. (9) Vol. 181 (2024), Pages 152-189.

• C1,α-regularity for solutions in solution classes and its application to parabolic normalized p-Laplace equations (with Se-Chan Lee)
  J. Differential Equations Vol. 378 (2024), Pages 539-558.

• Higher regularity up to boundary for degenerate parabolic equations (with Takwon Kim and Ki-Ahm Lee)
  J. Differential Equations Vol. 348 (2023), Pages 223-277.

Preprints

• Boundary regularity for viscosity solutions of fully nonlinear degenerate/singular parabolic equations (with Ki-Ahm Lee), arXiv:2305.14615, 30pp.

Books

• 실전 미적분학 1, 서울대학교 출판문화원, 2024. (to appear)

• 실전 미적분학 2, 서울대학교 출판문화원, 2024. (to appear) 

Ph.D. Dissertation

• Regularity Theory for Degenerate/Singular Parabolic Equations, Seoul National University, 2024.