On the Minimum Value of a Cell from a Pointed Set of Cells
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We consider a random variable that is the minimum value of a cell from the first K cells in the equiedistributed allocation scheme of distinguishable particles over different cells. We prove the convergence of the distribution of this random variable to a two-point distribution. The limit distribution is described.
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- 1.V. F. Kolchin, B. P. Sevast’ynov, and V. P. Chistiakov, Random Allocation, V. H. Winston and Sons, Washington, DC (1978).Google Scholar