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Consortium for Mathematics and its Applications

Product ID: Articles
Supplementary Print
Undergraduate

Frustration solitaire

Author: Peter Doyle, J. Laurie Snell and Charles Grinstead


In this expository article, we discuss the rankderangement problem, which asks for the number of permutations of a deck of cards such that each card is replaced by a card of a different rank. This combinatorial problem arises in computing the probability of winning the game of frustration solitaire, which was the subject of a recent column by Marilyn vos Savant. The solution by means of the method of inclusion and exclusion is a prime example of the use of this simple yet powerful method.

©1995 by COMAP, Inc.
The UMAP Journal 16.2
9 pages

Mathematics Topics:

Probability

Application Areas:

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