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Paperback Killer Poker by the Numbers: The Mathematical Edge for Winning Play Book

ISBN: 081840714X

ISBN13: 9780818407147

Killer Poker By the Numbers: Mathematical Edge for Winning Play

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Recommended

Format: Paperback

Condition: Very Good

$7.49
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Book Overview

Covering the mathematical concepts behind every hand of poker, this title is a bona fide bible for every amateur who wants to make it to the big table.

Customer Reviews

5 customer ratings | 5 reviews

Rated 5 stars
adds depth to your game!

This is my new favorite poker book. It took my poker thinking to a new level. Most books give you general rules of thumb. For example, they recommend continuation betting 1/2 to 2/3 of the pot. To follow up they might give an qualitative explanation saying "it give you 2 ways to win..." However, Tony Guerrera explains poker problems qualitatively and quantitatively. By going thru the problem mathematically, you really...

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Rated 4 stars
Well done analytical framework for decision making

Just finished the book and feel it is an excellent analytical tool. The author has given the reader an excellent framework for decision making. Other books I've read have not covered the subject as thoroughly as this book did. The emphasis is on reading your opponent's past play and then using that information to assign probability to current holding. I think the book is a useful addition to your poker library.

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Rated 5 stars
Great Book!

Tony Guerrera takes the science of poker to a new level. Recommend for all players!

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Rated 5 stars
Neil D Myers Poker Author

Tony Guerrera is one of the brightest minds on the current poker scene. This book takes the dry subject of poker math and turns it into useful, practical and readable material. More than that he gives you the tools that you need to understand the math and to analyze your play and your opponents' play, mathematically. He explains why at certain times tight play makes mathematical sense and at other times looser and more aggressive...

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Rated 5 stars
Excellent No-Limit Cash Book

This is an excellent book on no-limit cash play. Chapter 1: Analytic Tools, for example, begins with the following question: suppose you have A K, raise pre-flop, and have N opponents. (e.g., N = 1, 2, 3, etc.) Supposing these opponents hold two random cards, what is the probability at least one will hit an unpaired flop? Table 1.1 is the first of many great tables in this book, and it tells us that N = 1 means it's 65%...

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