Add to ORKGA limit theorem is presented for random allocations. For a fixed period we allocate m balls into N boxes. We repeat the experiment throughout n periods. Let pq denote the probability that we do not place more than q balls into any of the N boxes during any of the n repetitions. The limit of pq is determined when m, n,N → ∞
We show that, in the usual probabilistic model for the random assignment problem, the optimal cost t...
The book concerns limit theorems and laws of large numbers for scaled unionsof independent identical...
Let p = PNn be the probability of a successful allocation of n groups of distinguishable balls in N ...
Abstract. Almost sure limit theorems are presented for random allocations. A general almost sure lim...
The Bernoulli sieve is a version of the classical `balls-in-boxes' occupancy scheme, in which random...
The Bernoulli sieve is a version of the classical ‘balls-in-boxes ’ occupancy scheme, in which rando...
Almost sure limit theorems are presented for random allocations. A general almost sure limit theorem...
Almost sure limit theorems are presented for random allocations. A general almost sure limit theorem...
Almost sure limit theorems are presented for random allocations. A general almost sure limit theorem...
In this paper almost sure versions of limit theorems for the number of empty cells μ 0 are obtained ...
In this paper almost sure versions of limit theorems for the number of empty cells μ 0 are obtained ...
AbstractWe consider the occupancy problem where balls are thrown independently at infinitely many bo...
The Bernoulli sieve is a version of the classical balls-in-boxes occupancy scheme, in which random f...
© 2020 Abdushukurov F.A. We consider a random variable µr(n, K, N) being the number of cells contain...
We show that, in the usual probabilistic model for the random assignment problem, the optimal cost t...
We show that, in the usual probabilistic model for the random assignment problem, the optimal cost t...
The book concerns limit theorems and laws of large numbers for scaled unionsof independent identical...
Let p = PNn be the probability of a successful allocation of n groups of distinguishable balls in N ...
Abstract. Almost sure limit theorems are presented for random allocations. A general almost sure lim...
The Bernoulli sieve is a version of the classical `balls-in-boxes' occupancy scheme, in which random...
The Bernoulli sieve is a version of the classical ‘balls-in-boxes ’ occupancy scheme, in which rando...
Almost sure limit theorems are presented for random allocations. A general almost sure limit theorem...
Almost sure limit theorems are presented for random allocations. A general almost sure limit theorem...
Almost sure limit theorems are presented for random allocations. A general almost sure limit theorem...
In this paper almost sure versions of limit theorems for the number of empty cells μ 0 are obtained ...
In this paper almost sure versions of limit theorems for the number of empty cells μ 0 are obtained ...
AbstractWe consider the occupancy problem where balls are thrown independently at infinitely many bo...
The Bernoulli sieve is a version of the classical balls-in-boxes occupancy scheme, in which random f...
© 2020 Abdushukurov F.A. We consider a random variable µr(n, K, N) being the number of cells contain...
We show that, in the usual probabilistic model for the random assignment problem, the optimal cost t...
We show that, in the usual probabilistic model for the random assignment problem, the optimal cost t...
The book concerns limit theorems and laws of large numbers for scaled unionsof independent identical...
Let p = PNn be the probability of a successful allocation of n groups of distinguishable balls in N ...