The probability of a successful allocation of ball groups by boxes boxes in
equiprobable scheme for
group allocation of balls with the following assumption: each
group The probability of a successful allocation of ball groups by boxes boxes in
equiprobable scheme for
group allocation of balls with the following assumption: each
group POISSON LIMIT THEOREMS IN ALLOCATION SCHEMES OF DISTINGUISHABLE PARTICLES containing r
particles among first K cells in an
equiprobable allocation scheme of at most n distinguishable
The probability of successful allocation of particles in cells (the general case) of successful
allocation of n
groups of
particles in N cells with the following assumptions: (a) each
group The probability of successful allocation of particles in cells (the general case) of successful
allocation of n
groups of
particles in N cells with the following assumptions: (a) each
group Asymptotics of conditional probabilities of succesful allocation of random number of particles into cells particles into N cells, 1 ≤ i ≤ n, for fixed Z n = (ζ 1 , .., ζ n ) these
allocation schemes are independent
Poisson Limit Theorems in an Allocation Scheme with an Even Number of Particles in Each Cell© 2020, Pleiades Publishing, Ltd. Abstract: We consider an
allocation scheme of 2n distinguishable
On maximal quantity of particles of one color in analogs of multicolor urn schemes© 2017, Allerton Press, Inc.We deal with analogs of multicolor urn
schemes such that the number
Asymptotics of conditional probabilities of succesful allocation of random number of particles into cells particles into N cells, 1 ≤ i ≤ n, for fixed Z n = (ζ 1 , .., ζ n ) these
allocation schemes are independent
On the probability of the event: In n generalized allocation schemes the volume of each cell does not exceed r of
allocating particles in cells. We study the probability of the event: for each generalized
allocation scheme