The mathematical theory associated with asset price dynamics; binomial pricing models; Black-Scholes analysis; hedging; volatility smile; implied volatility trees; implied binomial trees. Prerequisites: MATH 172 or equivalent; MATH 308 or equivalent; basic probability.
Know about the mathematical theory associated with asset price dynamics; binomial pricing models; Black-Scholes analysis; hedging; volatility smile; implied volatility trees; implied binomial trees.
3 credits
You may find the following books helpful:
Dr Gregory Berkolaiko, Blocker 625c.
Email: berko AT math.tamu.edu
TR 9:35-10:50, BLOC 149
Mondays 10:10-11, Fridays 11-12 and by appointment.
Midterm exam: Thursday, March 9 (regular class time and place). Final exams: Thursday, May 4, 12:30–2:30pm (regular class place).
Homework is posted on the course homepage, approximately bi-weekly. At least one homework will involve Matlab component.
There may be additional quizzes, announced or not. Quiz grades will be added to the pool of HW grades.
The following grade breakdown will be used:
Grade | Percentage | Grade Ingredients: | ||
A | 85% and more | Midterm | 40% | |
B | 75% and more | Homeworks | 10% | |
C | 65% and more | Final exam | 50% | |
D | 55% and more | |||
F | less than 55% |
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