Disponibilitate: nedisponibila
Disponibilitate: nedisponibila
Preț: 69,00 LEI
Autor(i): Catalin Barboianu
Editura: Infarom
Anul apariției: 2013
Nr. pagini: 366 pagini
ISBN: 9789731991405
Categorii: Matematici superioare / speciale, Matematica, Învățamânt - Educație, Manuale scolare
This eighth book of the author on gambling math presents in accessible terms all the mathematical facts
grounding the configuration, functionality, outcome, and profits of the slot games. Therefore, it is not a socalled how-to-win book, but a complete, rigorous mathematical guide for the slot player and also for game producers, being unique in this respect. As it is primarily addressed to the slot player, its goal is to present practical applications of the mathematical models of slot games, in order to provide numerical results that a player can use as criteria for gaming decisions or just as information for any slot game and any predicted winning event. These results are focused on probability and expected value, these being the most important parameters for decisional criteria in slots. The book is packed with plenty of figures, tables, and formulas.
The content is organized so that readers can skip the theoretical parts and go picking the practical results
(numerical, in tables of values where possible, or ready-to-compute formulas) for the desired situation. The
practical results are gathered in the last chapter, titled "Practical Applications and Numerical Results," the
largest part of the book, for the most popular categories of slot machines, namely with 3, 5, 9, and 16 reels.
Any other category of slot games is covered in the theoretical part of the book, where the general formulas
apply not only to existing slot games, but also to possible future slot games of any design and configuration.
The author does not just throw the slot mathematics to the audience and run away, but offers an ultimate
practical contribution with the chapter "How to estimate the number of stops and the symbol distribution on a reel", a surprise for both players and producers, where one can see that mathematics provides players with some statistical methods as well as methods based on physical measurements for retrieving these missing data. Having these data along with the mathematical results of this book, anyone can generate the PAR sheet of any slot machine.
This book itself proves the principle that the author has stated several times before – "For most games of
chance, a book with the words "how to win" in its title is a waste. A player would be better off using that
bookʼs price to play a new game or place a new bet instead" - which also applies to slots." The author also
answers the question concerning the practical utility of the mathematical results, as a skeptic could ask why we need "all this math stuff" associated with slots, a game with no opponents. His answer is: information and strategy. It is a basic principle that being informed on all parameters of a game one plays is an advantage, especially when money is involved. It is as if someone asks you to bet you can jump from a high place and land on your feet; of course, it is an advantage for you to know in advance the height from which you will jump or measure it before you bet, as you might decline the bet or propose another one for a specific measurement - and this means decision. As concerns the strategy, the only strategy in slots is the
strategy of choosing - choosing one game or another, choosing how many paylines to enable, choosing the
parameters of your time and money management, or choosing to quit one game for another.
Comandă online The Mathematics of Slots: Configurations, Combinations, Probabilities la 69,00 lei scrisă de Catalin Barboianu, tiparită la editura Infarom în anul 2013. cu plata ramburs sau online cu cardul. Momentan titlul The Mathematics of Slots: Configurations, Combinations, Probabilities nu este disponibil însa vă puteți înscrie pentru a fi notificat în momenul reaprovizionarii.
Equations Integrales de la Theorie de L'Elasticite (Parton, Perline)
MIR
V. Parton, P. Perline
323 pagini
An: 1983
Caiet de Informare Matematica Nr. 3, Volumul II/1973
Bucuresti
Caius Iacob, Centrul de Informare si Documentare al Invatamintului
220 pagini
An: 1973
Lucrarile Seminarului itinerant de ecuatii functionale, aproximare si convexietate, Timisoara 1980
Timisoara
319 pagini
An: 1980
Circuite logice: Sinteze automata. Circuite multiprag
Academiei Republicii Socialiste Romania
Nicolae Necula
183 pagini
An: 1972
Stabilitatea sistemelor cu parametri aleatori
Academiei Republicii Socialiste Romania
Teodor Morozan
242 pagini
An: 1969
Equations Integrales de la Theorie de L'Elasticite (Parton, Perline)
MIR
V. Parton, P. Perline
323 pagini
An: 1983
Elemente de analiza matematica. Manual pentru clasa a XI-a reala
Didactica si Pedagogica
Nicolae Dinculeanu, Eugen Radu
304 pagini
An: 1963
Caiet de Informare Matematica Nr. 3, Volumul II/1973
Bucuresti
Caius Iacob, Centrul de Informare si Documentare al Invatamintului
220 pagini
An: 1973
Matematica. Algebra, Manual pentru Clasa a IX-a (Caba)
Colosseum
Gina Caba
201 pagini
An: 1995
Lucrarile Seminarului itinerant de ecuatii functionale, aproximare si convexietate, Timisoara 1980
Timisoara
319 pagini
An: 1980
Equations Integrales de la Theorie de L'Elasticite (Parton, Perline)
MIR
V. Parton, P. Perline
323 pagini
An: 1983
Elemente de analiza matematica. Manual pentru clasa a XI-a reala
Didactica si Pedagogica
Nicolae Dinculeanu, Eugen Radu
304 pagini
An: 1963
Caiet de Informare Matematica Nr. 3, Volumul II/1973
Bucuresti
Caius Iacob, Centrul de Informare si Documentare al Invatamintului
220 pagini
An: 1973
Matematica. Algebra, Manual pentru Clasa a IX-a (Caba)
Colosseum
Gina Caba
201 pagini
An: 1995
Lucrarile Seminarului itinerant de ecuatii functionale, aproximare si convexietate, Timisoara 1980
Timisoara
319 pagini
An: 1980