Math 38200: Continuous Time Models in Financial Mathematics
Supervisor: Eli Amzallag
Review of discrete time models and binomial trees. Cox, Ross, Rubinstein approach to the Black-Scholes model; Black-Scholes equation and option pricing formulae; Brownian motion and stochastic differential equations; Ito's calculus and Ito's lemma; stopping times; the heat equation; option pricing and the heat equation; numerical solution of parabolic partial differential equations; interest rate models; simulation and financial models. Prereq.: Math 38100 or departmental permission. 3 HR./WK.; 3 CR.
Documents
- Math 382 CLO: Course Learning Outcomes for Math 382
Sections
For Spring 2025, the following sections are being offered:
Letter | Instructor | Time & Place |
---|---|---|
P | Eli Amzallag | TuTh 2:00PM-3:15PM in NAC 5/126 |