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Analysis of Strategies for the n-Door Monty Hall Problem
http://someoneandanyone.wordpress.com/ 2008/ 05/ 21/ analysis-of-strategies-for-the-...
In an earlier post (see comments also), I had put forth a question about the winning strategy for the famous n-Door Monty Hall problem. Let me pose it again here, this time in a general way. Of the following strategies, which has the highest chance of winning in the n-door problem (n > 3)? Stick with your initial choice till the very end without switching Stick with your initial choice till the end and switch only at the last stage Switch your choice at the very beginning and stick with this new door till the very end without switching again Switch at every possible stage For those who are already familiar with the 3-door problem, strategy 4 might intuitively seem to be the best strategy.
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