In this paper, we will be using a simplified method (a geometric distribution statistical approach) and move through a more detailed approach (using dynamic programming) to analyze when contestants should quit versus when they should stay in the TV game show “1 vs. 100.” We will observe optimal contestants’ strategies for when they should statistically quit answering questions or stay for the highest probability of a contestant win and the greatest possible expected amount of money to walk away with
In this paper we introduce a new version of the classical Monty Hall problem, where the host is tryi...
The problem of optimal strategy selection in the two person, zero sum matrix game is investigated. A...
We consider a one-dimensional version of the board game RISK and discuss the problem of how a defend...
In this paper, we will be using a simplified method (a geometric distribution statistical approach) ...
This paper uses dynamic programming to investigate when contestants should use lifelines or when the...
The paper uses dynamic programming to investigate when contestants should bank their current winning...
This paper examines the quiz show Jeopardy!. In the game, players accumulate points then wager the...
Every episode of the popular game show The Price Is Right contains two rounds called The Showcase Sh...
Goofspiel is a simple two-person zero-sum game for which there exist no known equilibrium strategies...
This paper presents a strategic model of risk-taking behavior in contests. Formally, we analyze an n...
International audienceIn the standard definition of the classical gambler's ruin game, a persistent ...
This paper analyses the behaviour of contestants in one of the most popular TV gameshows ever to est...
This paper presents a strategic model of risk-taking behavior in contests. Formally, we analyze an n...
In many games and other processes, participants can choose to intervene in some way that does not fo...
textabstractThe central theme of this dissertation is the analysis of risky choice. The first two ch...
In this paper we introduce a new version of the classical Monty Hall problem, where the host is tryi...
The problem of optimal strategy selection in the two person, zero sum matrix game is investigated. A...
We consider a one-dimensional version of the board game RISK and discuss the problem of how a defend...
In this paper, we will be using a simplified method (a geometric distribution statistical approach) ...
This paper uses dynamic programming to investigate when contestants should use lifelines or when the...
The paper uses dynamic programming to investigate when contestants should bank their current winning...
This paper examines the quiz show Jeopardy!. In the game, players accumulate points then wager the...
Every episode of the popular game show The Price Is Right contains two rounds called The Showcase Sh...
Goofspiel is a simple two-person zero-sum game for which there exist no known equilibrium strategies...
This paper presents a strategic model of risk-taking behavior in contests. Formally, we analyze an n...
International audienceIn the standard definition of the classical gambler's ruin game, a persistent ...
This paper analyses the behaviour of contestants in one of the most popular TV gameshows ever to est...
This paper presents a strategic model of risk-taking behavior in contests. Formally, we analyze an n...
In many games and other processes, participants can choose to intervene in some way that does not fo...
textabstractThe central theme of this dissertation is the analysis of risky choice. The first two ch...
In this paper we introduce a new version of the classical Monty Hall problem, where the host is tryi...
The problem of optimal strategy selection in the two person, zero sum matrix game is investigated. A...
We consider a one-dimensional version of the board game RISK and discuss the problem of how a defend...