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BEM 105
9 units (3-0-6)  | first term
Prerequisites: One of the following: Ec 122, Ge/ESE 118, Ma 1/103, MA 112 a, MA 112 b, or instructor's permission; BEM 103 strongly recommended; some familiarity with differential equations is helpful.

An introduction to option pricing theory and risk management in the discrete-time, bi-nomial tree model, and the continuous time Black-Scholes-Merton framework. Both the partial differential equations approach and the martingale approach (risk-neutral pricing by expected values) will be developed. The course will cover the basics of Stochastic, Ito Calculus. Since 2015, the course is offered in the flipped format: the students are required to watch lectures online, while problem solving and case and paper presentations are done in class.

Instructor: Cvitanic