Fourth-year graduate student at Stanford University. Interests are in differential geometry. Advised by Robert Bryant and Rick Schoen.
My favorite parts of math arise from the geometric aspects of calculus. I like the algebraic and analytic machinery of geometry and topology.
I learn best from concrete examples, explicit calculations, and relating modern ideas to their classical counterparts.
Currently learning about:
- Riemannian manifolds with special holonomy
- Gauge Theory
- Calibrated geometries