The Mathematics of Poker Paperback – 4 Jun 2009
- Choose from over 13,000 locations across the UK
- Prime members get unlimited deliveries at no additional cost
- Find your preferred location and add it to your address book
- Dispatch to this address when you check out
Frequently bought together
Customers who bought this item also bought
Enter your mobile number or email address below and we'll send you a link to download the free Kindle App. Then you can start reading Kindle books on your smartphone, tablet, or computer - no Kindle device required.
To get the free app, enter your mobile phone number.
"For those who think poker math is only about probability, pot odds, and straightforward, rote play, think again. Chen and Ankenman do a terrific job explaining how math can, among other things, show you exactly how to mix up your play in such a way that even champion players cannot get the best of you. Especially those who don?t read this book." -- David Sklansky "Rear Cover"
What other items do customers buy after viewing this item?
Top customer reviews
There was a problem filtering reviews right now. Please try again later.
The first three chapters are a statistics primer for poker. This material is all good to know, and the treatment is much easier than many statistics textbooks, but I have a feeling that these chapters put off a lot of readers. If you don't have an interest in mathematics, then you can actually get by in poker with very little knowledge of statistics, beyond knowing a few probabilities specific to your form of poker. The vast majority of the material in these chapters -- manipulating the normal distribution, Bayesian vs. classical statistics, and Bayes' theorem -- can be skipped without much loss to your poker game or your understanding of the rest of the book.
Chapters 4-9 cover exploitive play. Not only is this material essential, but it is also intuitive, non-mathematically demanding, and very similar to most readers' conception of poker. Just about every beginning- and intermediate-players' thought processes are almost entirely exploitive. They form an idea of how their opponent is playing or thinking, and then they find an exploitive counter-strategy to use. Understanding these chapters will leave you well-placed to follow the rest of the book.
Chapters 10-21 cover optimal play, and this is where the book's key strategic insights are located. Optimal play has some other names: "unexploitable play", "game theoretic strategies", "GTO poker". Whatever name used, this is the way many top players approach the game. The core idea is, that instead of attempting to exploit your opponents, you should primarily adopt a safety-first approach by preventing players from exploiting you.
Chen and Ankenman take unexploitable poker to new levels. To keep the mathematics tractable, the authors primarily study "toy games" -- simple representations of poker -- instead of analysing actual situations that might arise at the table. In one of their two main toy games the 52 card deck is replaced by a three card deck; in the other, hands are replaced by a random number between zero and one for each player. These models capture the essence of poker -- the ranking of hands -- while removing the many complicating factors of specific games and situations.
This analytical method -- creating a "model" of a situation -- is very common in science. It might seem far removed from actual poker, but applying these methods to your game can lead to bountiful improvements in your results. Probably the biggest idea you can apply is their systematic solution to river play: they show exactly how the hands you bluff with, the hands you value bet with, and the hands you bluff-catch with are related to each other. In two chapters -- "Chapter 21: A Case Study", and "Chapter 30: Putting It All Together" -- the authors become a little more accessible by showing the reader how their models can be related to real poker games.
I really can't recommend this book highly enough; I think it offers the best roadmap for the truly dedicated player. Their "top-down" approach, starting off on the level of overall strategies and games, and then finally moving down to the level of playing individual hands, is in my opinion the best way of approaching poker. This is because ideas can easily be transplanted from one game or situation to another; given the variety of situations and differing forms of poker on offer, this is probably the most efficient way to become an expert player.
It annoys me when people say this book is for math geniuses or not to bother. If you want to be good at poker you need to put in the hundreds of hours to prove it. Poker is a moving target and if you are passionate and it's something you really want this book will be a purchase at some point in your career.
If you are a mathematician and you like poker you will love this book.
If you are not a mathematician it will be hard work.
Almost every section of this book I read I have to go over it again, sometimes a few times before I grasp it. I like to think I prove that anyone with decent maths skills can read this book...but you will find it difficult!
If you a keen player, go for it...if not, save your money.
Would you like to see more reviews about this item?
Most recent customer reviews
Get your head round it though it's a fantastic book