Analytical Model of a Combinatorial Number Lottery
| Author | : | |
| Rating | : | 4.76 (740 Votes) |
| Asin | : | 1887750282 |
| Format Type | : | paperback |
| Number of Pages | : | 167 Pages |
| Publish Date | : | 0000-00-00 |
| Language | : | English |
DESCRIPTION:
A Customer said Lottery Players, No Way!Mathematicians, Maybe!. If you are a lottery player looking for a book to provide you with guidance or strategies for playing lotteries then you need to AVOID THIS BOOK. If you happen to be a mathematician that wants to read 1Lottery Players, No Way!Mathematicians, Maybe! If you are a lottery player looking for a book to provide you with guidance or strategies for playing lotteries then you need to AVOID THIS BOOK. If you happen to be a mathematician that wants to read 13Lottery Players, No Way!Mathematicians, Maybe! A Customer If you are a lottery player looking for a book to provide you with guidance or strategies for playing lotteries then you need to AVOID THIS BOOK. If you happen to be a mathematician that wants to read 134+ pages of the author painfully detailing his mathematical model of a lottery then this might be your cup of tea. That this book is even remotely being marketed to the lottery player or t. + pages of the author painfully detailing his mathematical model of a lottery then this might be your cup of tea. That this book is even remotely being marketed to the lottery player or t. Lottery Players, No Way!Mathematicians, Maybe! A Customer If you are a lottery player looking for a book to provide you with guidance or strategies for playing lotteries then you need to AVOID THIS BOOK. If you happen to be a mathematician that wants to read 134+ pages of the author painfully detailing his mathematical model of a lottery then this might be your cup of tea. That this book is even remotely being marketed to the lottery player or t. + pages of the author painfully detailing his mathematical model of a lottery then this might be your cup of tea. That this book is even remotely being marketed to the lottery player or t. Way too obtuse for the average player A Customer The entire value of this book to even erudite lottery players is contained in two sentences found on the last few pages. The balance of the book is an obtuse, intellectual and proud of it mathematical proof which will lose 99.8% of readers within the first three pages. I'm a CPA with a serious interest in combinatorial math and probablity, but this work provided me with little useful info. This Book Is Really Bad. A Customer This book is really bad. I wish I had found the time to review it when I bought it - then I could have returned it for a refund. This book is full of mathematical jargon, and never does provide clear explanations or examples of how to apply what is discussed to a lottery. Someone would be better off with a good book on probability theory, and develope their own models than to try to read
paperback book with the name of Analytical Model of a Combinatorial Number Lottery are written by Lee, Ph.D. Whiting. it launch on 0000-00-00 and has 167 number of pages. Here, you can read it online or download on any other format as u want to.
Applying the Monte Carlo Methods, and providing a generous quantity of observable proof, he offers the world the benefits of an analytical model, whose design is strictly the author's own invention. For, if indeed possible, to make concepts such as "mutual exclusivity" and "quasi-independent Binomially Distributed random variable" accessible to the lay reader, then Whiting himself has succeeded in beating the odds. . In Lee Whiting's brilliant tutorial treatise, he makes use of the wisdom of the ages. Drawing on the tenets of 17th century Swiss mathematician Jacob Bernoulli, and the 18th century mathematician Abraham DeMoivre, their teachings function as a springboard. Firmly establishing empirical proof for his model, Whiting postulates a "basis for making an informed choice" when purchasing lottery tickets, revealing just exactly what the odds of winning really are. From the Inside Flap If you are a regular purchaser of lottery tickets, the
At present, he makes his home in Los Angeles. After a military tour of duty during World War II interrupted aspirations for becoming an opera singer, he refocused his attentions upon the pursuit of a career as a mathematical physicist. . in Mathematics. Lee Whiting was born in New York in 1912. Whiting was married to the late Elizabeth Brahams, herself a concert pianist and teacher, for 48 years. Dr. In the years since, he has earned both a bachelor's and a Master's D