My research was in the birational aspects of elliptic fiber spaces and Calabi-Yau fiber spaces. Part of that work led me into studying aspects of the automorphism group and birational automorphism group of these spaces as well as other for varieties like special surfaces of general type and their automorphism groups.
Automorphism Group of Canonical Surfaces of General Type with K_S^2 = 2 and p_g = 3 (In Preparation)
Flops and Mordell-Weil Group Elliptic threefold with (4,6,12) Singular Fibers (Preprint)
Moduli of Canonical Surfaces of General Type with K_S^2 = 1 and p_g = 2 (Submitted)
On Automorphisms of Minimal Surfaces of General Type with K_S^2 = 1 and p_g = 2 (Submitted)
Birational Models of Fibrations of Log Calabi-Yau Varieties (In Preparation)
Higher Dimensional Elliptic Fibrations and Zariski Decomposition; with Antonella Grassi (To Appear in Comm. in Contemporary Mathematics)
On Minimal Models and Canonical Models of Elliptic Fourfold with Section (Thesis)
Birational Models of Elliptic Fourfolds, Institute of Basic Science - CTPU, Feb. 2021
Automorphisms of Minimal Surfaces of General Type with K_S^2 = 1 and p_g = 2, NCKU One-day Workshop in Algebraic Geometry, Oct. 2020
Geometry and Arithmetic of Elliptic Threefold, NCTS Spring Day 2020, June 2020
Birational Models of Elliptic Fibrations and Beyond, NTU Taipei Postdoc Seminar, Dec. 2019
On Minimal Models of Elliptic Fourfolds with Section, UGA Algebraic Geometry Seminar, Oct. 2018
Towards Minimal Models of Elliptic Fibrations, UGA Oberseminar, Aug. 2018
Towards Minimal Models of Elliptic Fourfolds, Midwest Algebraic Geometry Graduate Conference 2018
Towards Minimal Models of Elliptic Fourfolds, Joint Math Meeting 2018