Dr Huy Nguyen

Lecturer

Research area: Geometric and Nonlinear Analysis

Located in Building - - Room -
Phone: -
BSc Hons (Melbourne), PhD (ANU)
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Available Projects

Title Body Level
Gauss-Bonnet Formula for Singular Surfaces

The Gauss-Bonnet formula is one of the most important results in differential geometry, relating the geometric curvature of a closed surface with the topological Euler characteristic. In this project, you will conduct research on a...

Honours Project
Summer Project
Eigenvalues of the Laplacian on a Riemannian Manifold

For Riemannian manifolds, there is a natural differential geometric...

Honours Project
Summer Project
Curve Shortening Flow

The curve shortening flow is a parabolic geometric flow, which belongs to the family of equations which includes the Ricci...

Honours Project
Summer Project
Surfaces with Critical Curvature Bounds

Surfaces are 2-dimensional objects that play a fundamental role in differential geometry and its applications. When surfaces are immersed in an ambient space they have a natural associated energy called the Willmore energy (or the elastic...

PhD Project
Masters Project
Honours Project
Summer Project
Geometric Flows

The field of geometric flows has seen significant recent activity with notable achievements such as the resolution of the geometrization conjecture, Poincaré's ...

PhD Project
Masters Project
Honours Project
Summer Project