MATH 269Z
Stochastic analysis and its applications
This course begins with a review of the fundamental properties of Brownian motion and martingales. The core curriculum covers Ito calculus and its connection to partial differential equations. Finally, we will apply these tools to derive the Wigner semicircle law and Dyson’s Brownian motion in random matrices.
Sources
- Course catalogue ↗Public 2026-2027 offerings