Third-year graduate student at Stanford University. My interests originate from differential geometry. My advisors are 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