Abstract
Distributional findings are obtained relative to various quantities arising in Bernoulli arrays $\{ X_{k,j}, k \geq 1, j =1, \ldots, r+1\}$, where the rows $(X_{k,1}, \ldots, X_{k,r+1})$ are independently distributed as $\hbox{Multinomial}\,.$
Citation
Éric Marchand. Djilali Ait Aoudia. François Perron. Latifa Ben Hadj Slimene. "On runs, bivariate Poisson mixtures and distributions that arise in Bernoulli arrays." Electron. Commun. Probab. 19 1 - 12, 2014. https://doi.org/10.1214/ECP.v19-3152
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