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arxiv: math/0412333 · v1 · submitted 2004-12-16 · 🧮 math.PR

An Urn Model of Diaconis

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keywords diaconismodeldistributionballsconvergenceconvergesdiscussedempirical
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An urn model of Diaconis and some generalizations are discussed. A convergence theorem is proved that implies for Diaconis' model that the empirical distribution of balls in the urn converges with probability one to the uniform distribution.

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