Guerrilla Gambling : How to Beat the Casinos at Their Own Games
We represent INFAROM, a Romanian publishing house specialized in pure and applied mathematics. From 2004 we made some of our titles available worldwide. In October 2004 we have released the book "Texas Hold'em Odds", by Catalin Barboianu (ISBN 9730036896), which is currently our best selling title in U.S and U.K.
We have just released a new title that is on the market now and seems to become another bestseller according to our marketing studies and the first amount of sales: “Understanding and Calculating the Odds: Probability Theory Basics and Calculus Guide for Beginners, with Applications in Games of Chance and Everyday Life”, by same author (ISBN 9738752019). Our main wholesale distributor is Ingram Book (www.ingrambook.com). We are able to ship orders directly from our U.S. printing location. The list price of the book is $39. The lowest retail prices are $24.57 on Amazon and $31 on Barnes&Noble.
Below you have the complete title’s data. If you consider this title for adding to your catalogue or inventory, we stay at your disposal for any additional information.
Thank you for your time.
Best regards,
George Fota - Marketing Manager
Book data:
· Paperback: 420
· Publisher: Infarom (May 21, 2006)
· Language: English
· ISBN: 9738752019
· Dimensions: 9.0 x 6.0 x 0.9 inches
· Shipping Weight: 1.35 pounds
· Categories: Mathematics – Probability & Statistics (General, Probability calculus, Problems, Textbook); Gambling – Odds, Applied probability, Probability-based strategy.
Description:
Man’s daily life is full of decisional situations. Whether we have math
skills or not, we frequently estimate and compare probabilities,
sometimes without realizing it, especially when making decisions. But
probabilities are not just simple numbers attached objectively or
subjectively to events, as they perhaps look, and their calculus and
usage is highly predisposed to qualitative or quantitative errors in the
absence of proper knowledge. That is why a book explaining the
probability concept and its interpretations and applications for
non-mathematicians is a necessity. This is an enlightening journey
through the world of probability theory. Its multiple goals are to help
the reader understand what probability really means, to teach the reader
how to rigorously perform and apply the probability calculus, even
without a solid mathematical background, and to stimulate the reader to
go deeper into the notions involved. In the first part, the author tries
to build a clear image of the probability concept by reconstructing its
mathematical definition step by step through its constituent notions. It
starts with a general presentation of the conceptual ensemble word –
definition – notion – model any theory is based on when trying to
reproduce reality. Then, the probability notion is defined and explained
starting from the classical definition to the definition for the
countable case; then probability is presented as a limit and as a
measure. This book presents not only the mathematical concept of
probability, but also its philosophical aspects, the relativity of
probability and its applications and even the psychology of probability.
All explanations are made in a comprehensible manner and are supported
with suggestive examples from nature and daily life and even with
challenging math paradoxes. After these points are laid out the math
chapter follows. It contains all the notions and principal theoretical
results that ground Probability Theory, starting with fundamental
notions like Sets, Functions, Boole algebras, and Sequences, and
continuing with Measure Theory Basics – Tribes, Borel sets, Measurable
spaces, and Measure, ending with Field of events, Sigma-fields,
Probability, Conditional probability, Discrete random variables,
Classical probability distributions, and Convergence. And, of course, it
includes all important theorems and results dealing with them. A special
section is dedicated to Combinatorics and combinatorial calculus.
Readers with no minimal mathematical background may choose to skip this
chapter because the teaching material is structured for developing
probability calculus skills based on algorithmic procedures. This is the
subject of the chapter titled Beginners’ Calculus Guide, in which the
reader is taught to apply the properties of probability and to perform
calculations in practical applications. The skills acquired here can be
practiced on the more than 200 solved and unsolved problems and
exercises in the book. Gamblers have a dedicated chapter, which is a
large collection of applied probability results covering most of the
gaming situations from the major games of chance: Slots, Roulette,
Blackjack and Texas Hold’em Poker. The author brings important
contributions to the decision theory, offering in the last chapter a
mathematical model on which to base proof that a probability-based
strategy is theoretically optimum, which has immediate applications in
games as well as decisional situations from daily life. Everyone should
find something of interest here: philosophers and mathematicians may
focus on the sections on philosophical matters of the probability model
and decisional matters, students and non-mathematicians can find solid A
to Z teaching material about Probability Theory and the practical person
can find all the tools needed to apply and perform probability calculus
without a teacher.
About the
Author:
Catalin Barboianu is a Romanian mathematician, Probability &
Mathematical Statistics specialist, with publishing background in
applied mathematics.
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