[5] (with Y.-J. Choi) Continuity of solutions to complex Monge–Ampère equations on compact Kähler spaces, Math. Ann., 393, p.807–830 (2025) Journal, arXiv.

    [4] Localization of Forelli’s theorem, Complex Var. and Elliptic Eq., 69, no. 2, p.185-195 (2024) Journal, arXiv.

    [3] A New Plurisubharmonic Capacity and Functions Holomorphic Along Holomorphic Vector Fields, J. Geom. Anal., 33, no.256 (2023) Journal, arXiv.

    [2] (with K.-T. Kim) Functions holomorphic along a C1 pencil of holomorphic discs, J. Geom. Anal., 31, p.10634-10647 (2021) Journal, arXiv.

    [1] On the analyticity of complex functions, Thesis  (Ph.D.) - Pohang University of Science and Technology (2021)


    [1] A Survey on Generalizations of Forelli’s Theorem and Related Pluripotential Methods, Complex Geometric Analysis CCGA 2022, Springer Proceedings in Mathematics & Statistics, 481, p.35-47 (2025) Journal, arXiv.


[1] (with Y.-J. Choi and K.-H.Lee) A Sharp Lower Bound for the Spectrum of the Hodge Laplacian on Kähler Hyperbolic Manifolds and its Applications arXiv.