Discovery Early Career Researcher Award - Grant ID: DE160100173 [ 2016 - 2020 ]

Research Grant

[Cite as]

Researchers Dr Tran Vu Khanh

Brief description This project aims to make advances in partial differential equations (PDEs) in several complex variables. PDEs in several complex variables are important in modern analysis and geometry, especially harmonic analysis, operator theory, geometric analysis and PDE with rough coefficients. The project aims to study the relationship between geometric curvature conditions and regularity properties of the solutions of complex partial differential equations: specifically the D-bar-Neumann problem, linear operators associated to pseudoconvex domains, and the complex Monge-Ampere equation. These areas find applications in the physical sciences and mathematical finance.

Funding Amount $315,000

Funding Scheme Discovery Early Career Researcher Award

Click to explore relationships graph
Viewed: [[ro.stat.viewed]]