From bocce to positivity: some probabilistic linear algebra

Published 12 May 2014 in math.PR | (1405.2994v1)

Abstract: A question in geometric probability about the location of the balls in a game of bocce leads to related questions about the probability that a system of linear equations has a positive solution and the probability that a random zero-sum game favors the row player. Under reasonable assumptions we are able to find these probabilities.

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Authors (1)

Kent E. Morrison

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