I am now a postdoctoral fellow in the Mathematics Department at Stony Brook University, where my mentor is Prof. Claude LeBrun. I obtained my Ph.D. in mathematics in July 2023 at the University of Müntser, where my advisors are Prof. Hans-Joachim Hein and Prof. Bianca Santoro.

My research interests lie in complex geometry and geometric analysis, focusing on finding canonical metrics on Kähler manifolds.

• Asymptotic behaviors of solutions to homogeneous complex Monge-Ampere equations on ALE Kähler manifolds, in preparation.

• Geodesic equations on asymptotically locally Euclidean Kähler manifolds. arXiv: 2307.01991

• Mass and expansion of asymptotically conical Kähler metrics arXiv: 2206.06505.

• Invariant scalar-flat Kähler metrics on Line Bundles over generalized flag varieties arXiv: 2012.04496. to appear in Canadian Journal of Mathematics.

At Stony Brook University:

• Spring 2024, MAT 131 Calculus I, Instructor.

• Spring 2024, MAT 513 Analysis for Teacher I, Instructor.

• Fall 2023, MAT 123 Precalculus, R113, R213, R313, R413, Teaching Assistant.

Conference

• PDEs in Complex Geometry, Montreal, 4/2024.

• Analytic Methods in Complex Geometry, Münster, 08/2023.

• Special Metrics in Complex Geometry, Dallas, 05.2022.

Seminar

• Informal Complex Geometry and PDE Seminar, Columbia, 05/2024. 

• Geometry and Topology Seminar, Vanderbilt, 03/2024

• Geometry/Topology Seminar, Stony Brook, 10/2023