Poker theory and analytics

Master

In Maynard (USA)

Price on request

Description

  • Type

    Master

  • Location

    Maynard (USA)

  • Start date

    Different dates available

This course takes a broad-based look at poker theory and applications of poker analytics to investment management and trading.

Facilities

Location

Start date

Maynard (USA)
See map
02139

Start date

Different dates availableEnrolment now open

Questions & Answers

Add your question

Our advisors and other users will be able to reply to you

Who would you like to address this question to?

Fill in your details to get a reply

We will only publish your name and question

Reviews

Subjects

  • Materials

Course programme

Lectures: 2–3 sessions / week for 4 weeks, 1.5 hours / session


Permission of instructor.


You may interact with fellow students when preparing your homework solutions. However, you must write up solutions on your own. Duplicating a solution that someone else has written or providing solutions to be copied is not acceptable. If you do collaborate on homework, you must cite, in your written solution, your collaborators. If you use sources beyond the course materials in one of your solutions, you must also cite such sources.


Case 1 Due


Case 2 Out


Case 2 Due


Case 3 Out


Case 3 Due




Pokerstars has created a play-money Home League for this MIT course for registered students. Each student must begin playing Beginners Only Turbos before moving on to Daily Turbos. Beginners Only Turbos pay out top 20% and cashing in at least one of these tournaments (or alternatively playing in ten) is a requirement for passing the course.


League rankings are based on tournament leaderboard points, which are paid out in a way similar to tournament prizes. With the exception of the Beginners Only Turbos, TLB points are paid out to the top 34% of players, according to the following formula:


\( \hspace{5cm} Points = if \:\: [ k > n * 0.34 ] \:\: then \:\: [ 0 ] \: \: else \:\: n * { { \sqrt{n} \over \sqrt{k} } \over { \sum_{x=1}^{int(.34n)} {\sqrt{n} \over \sqrt{x}} } } \)


n is the number of entrants


k is the place of finish (k=1 for the first-place finisher, and so on)


So first place in a 10-person turbo would earn you 4.38 TLB points, second would earn 3.10, and third would earn 2.52 for a total of 10.0 points awarded.


Note that the information listed below about the schedule is for archival purposes. The events in this schedule occurred in January 2015.


Don't show me this again


This is one of over 2,200 courses on OCW. Find materials for this course in the pages linked along the left.


MIT OpenCourseWare is a free & open publication of material from thousands of MIT courses, covering the entire MIT curriculum.


No enrollment or registration. Freely browse and use OCW materials at your own pace. There's no signup, and no start or end dates.


Knowledge is your reward. Use OCW to guide your own life-long learning, or to teach others. We don't offer credit or certification for using OCW.


Made for sharing. Download files for later. Send to friends and colleagues. Modify, remix, and reuse (just remember to cite OCW as the source.)


Learn more at Get Started with MIT OpenCourseWare


Poker theory and analytics

Price on request