Add to ORKGThe application of probabilistic arguments to single cases and decision-making is a contentious philosophical problem arises in various contexts. This paper focuses on the validity of probabilistic arguments in the Monty Hall problem and a variation thereof. Two claims are made and defended. First, preferring a certain strategy to another in the Monty Hall Problem does not need any recourse to long-run success frequencies. Second, recent attempts to refute the standard solution of the Monty Hall Problem fail
We show how classic conditional probability puzzles, such as the Monty Hall problem, are intimately ...
We provide a game-theoretical solution to the Monty Hall problem, and its representation in IF-logic...
We provide a game-theoretical solution to the Monty Hall problem, and its representation in IF-logic...
The application of probabilistic arguments to single cases and decision-making is a contentious phil...
The application of probabilistic arguments to single cases and decision-making is a contentious phil...
In Baumann (American Philosophical Quarterly 42: 71–79, 2005) I argued that reflections on a variati...
Suppose you’re on a game show, and you’re given the choice of three doors: Behind one door is a car;...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
The Monty Hall Dilemma (MHD) is a two-step decision problem involving counterintuitive conditional p...
I explored the Monty Hall game scenario and how to calculate the chances of winning by staying or sw...
The Monty Hall Dilemma (MHD) is a two-step decision problem involving counterintuitive conditional p...
The Monty Hall dilemma (MHD) is a difficult brain teaser. We present a systematic review of literatu...
We show how classic conditional probability puzzles, such as the Monty Hall problem, are intimately ...
We provide a game-theoretical solution to the Monty Hall problem, and its representation in IF-logic...
We provide a game-theoretical solution to the Monty Hall problem, and its representation in IF-logic...
The application of probabilistic arguments to single cases and decision-making is a contentious phil...
The application of probabilistic arguments to single cases and decision-making is a contentious phil...
In Baumann (American Philosophical Quarterly 42: 71–79, 2005) I argued that reflections on a variati...
Suppose you’re on a game show, and you’re given the choice of three doors: Behind one door is a car;...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
In the experiments on the Monty-Hall puzzle, a large majority of participants gives a response diffe...
The Monty Hall Dilemma (MHD) is a two-step decision problem involving counterintuitive conditional p...
I explored the Monty Hall game scenario and how to calculate the chances of winning by staying or sw...
The Monty Hall Dilemma (MHD) is a two-step decision problem involving counterintuitive conditional p...
The Monty Hall dilemma (MHD) is a difficult brain teaser. We present a systematic review of literatu...
We show how classic conditional probability puzzles, such as the Monty Hall problem, are intimately ...
We provide a game-theoretical solution to the Monty Hall problem, and its representation in IF-logic...
We provide a game-theoretical solution to the Monty Hall problem, and its representation in IF-logic...