The expectation value of betting n times at constant odds is the same as the n-th power of the expectation value for one bet. In roulette games the arrangement of numbers can be ignored for simple bets on individual numbers. Casinos that use European wheels with only one zero pay 35 times the bet and return the bet. Thus the expected value is (1+35)/37, that is, 36/37. American wheels have an extra zero, giving an expectation of 36/38. The plot shows what can be expected to remain after n bets with expectation values 36/36, 36/37, and 36/38Componente Curricular::Ensino Médio::Matemátic
We explore some little investigated aspects of the well known betting scheme defining coherent lower...
Objective of this thesis is to describe history of gambling, in a context of roulette to explain bas...
<p>All gambles contained of a 50–50 probability to lose-win money</p><p>Mixed gambles by expected va...
The game of the roulette has stimulated the creation of gambling strategies more than any other casi...
APCCAS 2008 - 2008 IEEE Asia Pacific Conference on Circuits and Systems, Macao, 30 November-3 Decemb...
We examine the statistical problem of computing a favorable betting strategy for the game of roulett...
Title: Roulette and particular probabilities Author: Simona Oberhauserová Department: Department of ...
The gambler starts with an i unit stake and the casino or house starts with c units. They repeatedly...
Some gamblers use a martingale or doubling strategy as a way of improving their chances of winning. ...
Previous systems proposed for the casino game of roulette depend either on a bias resulting from poo...
An experimental game was conducted in a Las Vegas casino. Ninety two-outcome gambles were presented ...
The following paper takes an in-depth look at the gambling game Blackjack, also known as Twenty-One,...
Everyone has faced gambling in one way or another, whether it is dice or an entire casino. In ordina...
This study summarizes the key methods of displaying probabilities as odds and provides simple mathem...
The Gambler’s Fallacy is a mistaken belief about sequences of random events. Observing, for example,...
We explore some little investigated aspects of the well known betting scheme defining coherent lower...
Objective of this thesis is to describe history of gambling, in a context of roulette to explain bas...
<p>All gambles contained of a 50–50 probability to lose-win money</p><p>Mixed gambles by expected va...
The game of the roulette has stimulated the creation of gambling strategies more than any other casi...
APCCAS 2008 - 2008 IEEE Asia Pacific Conference on Circuits and Systems, Macao, 30 November-3 Decemb...
We examine the statistical problem of computing a favorable betting strategy for the game of roulett...
Title: Roulette and particular probabilities Author: Simona Oberhauserová Department: Department of ...
The gambler starts with an i unit stake and the casino or house starts with c units. They repeatedly...
Some gamblers use a martingale or doubling strategy as a way of improving their chances of winning. ...
Previous systems proposed for the casino game of roulette depend either on a bias resulting from poo...
An experimental game was conducted in a Las Vegas casino. Ninety two-outcome gambles were presented ...
The following paper takes an in-depth look at the gambling game Blackjack, also known as Twenty-One,...
Everyone has faced gambling in one way or another, whether it is dice or an entire casino. In ordina...
This study summarizes the key methods of displaying probabilities as odds and provides simple mathem...
The Gambler’s Fallacy is a mistaken belief about sequences of random events. Observing, for example,...
We explore some little investigated aspects of the well known betting scheme defining coherent lower...
Objective of this thesis is to describe history of gambling, in a context of roulette to explain bas...
<p>All gambles contained of a 50–50 probability to lose-win money</p><p>Mixed gambles by expected va...