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1. Dinner, dancing, and tennis, anyone?

Author

Brawner, James N.

Subjects
*DISTRIBUTION (Probability theory), *RECURSION theory
Abstract

Proposes a recursive solution to the question on the probability of drawing at least one pair of player and of drawing two particular players as first-round opponents in both draws. Classical problem of coincidences; Recursive definition of the problem; Use of direct computation to obtain solutions for finite values; Difference in the probability of drawing the seeding of players.

Published
2000
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