Poker
| Linear Programming | |
|---|---|
 | |
| MATH340 | |
| Section: | 921 |
| Instructor: | Tali Pinksky |
| Email: | tali@math.ubc.ca |
| Office: | Math 229a |
| Office Hours: | Wed 1-2 pm or by appointment |
| Class Schedule: | Tue-Thu-Fri 2-4 pm, Wed 2-3 pm |
| Classroom: | Math Annex 1100 |
| Important Course Pages | |
| Resources | |
| Assignments | |
| Discussion | |
| Projects | |
This projects is more mathematical, and can include a few different things:
First, try to analyse the simplified poker game called Kuhn poker. What is the game tree for this? What are the optimal strategies? What is the effect of adding another round to the game?
Solve the "big poker question" from Joel Friedman's Notes
Give an estimation of the size of the analysis required for a real (limit/no limit) Texas hold'em, and explain why this game isn't solved.
Here is a fun article about a mathematician (and even a topologist!) that is also a professional poker player.
Group 1: Tao (Steven) Zheng, Qixiang Ke, Mandy Huang, Chiyoung Ahn, Wayne Leung, Solon Zhu
Group 2: Stephanie Knill, Minghao Liu, Sunghoo Jegal, Waleed Choudhry