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Poisson Limit Theorems in an Allocation Scheme with an Even Number of Particles in Each Cell in distribution to the Poisson random variable. The limit Poisson random variable is described.
POISSON LIMIT THEOREMS IN ALLOCATION SCHEMES OF DISTINGUISHABLE PARTICLES random Poisson variable. We describe a limit distribution. These conditions are of a simplest form, when
The conditional maximum of Poisson random variables© 2017 Taylor & Francis Group, LLC The conditional maxima of independent Poisson random variables
On maximal quantity of particles of one color in analogs of multicolor urn schemes variables which is the maximal number of taken particles of the same color to a random variable that has
On the Number of Empty Cells in a Non-Homogeneous Allocation Scheme by different cells. We proved gaussian and Poisson limit theorems for the number of empty cells from the first
The conditional maximum of Poisson random variables© 2017 Taylor & Francis Group, LLC The conditional maxima of independent Poisson random variables
On maximal quantity of particles of one color in analogs of multicolor urn schemes variables which is the maximal number of taken particles of the same color to a random variable that has
Poisson Limit Theorems for Number of Given Value Cells in Non-Homogeneous Generalized Allocation Scheme Poisson random variable. The method of the proofs is founded on some analog of Kolchin formula
Investigation of fractional order differential equation for boundary functional of a semi-Markov random walk process with negative drift and positive jumps processes with negative drift and positive jumps. The random variable or the moment, at which the process
Almost sure limit theorems for random allocations theorem is proved for arrays of random variables. It is applied to obtain almost sure versions
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