Add to ORKGWe present a sharp estimate of the accuracy of Poisson approximation and asymptotic expansions in the limit theorem for a number of random variables exceeding a given level in a sample of random size
AbstractWe study the asymptotics of subset counts for the uniformly random partition of the set [n]....
AbstractConsider a discrete-time x2-process, i.e. a process defined as the sum of squares of indepen...
The central limit theorem for a normalized summation of random number of i.i.d. random variables is ...
We present a sharp estimate of the accuracy of Poisson approximation and asymptotic expansions in th...
AbstractIn this article we study the distribution of the maximum of random variables till the corres...
We present a correct estimate of the rate of convergence and asymptotic expansions in the limit the...
We present a correct estimate of the rate of convergence and asymptotic expansions in the limit the...
We study the distribution of a maximum of a random number (the stopping time) of random variables. W...
We study the distribution of a maximum of a random number (the stopping time) of random variables. W...
AbstractIt is known that the partial maximum of nonstationary Gaussian sequences converges in distri...
Summary: "In the paper we consider asymptotic deficiencies of some estimators constructed from sampl...
[[sponsorship]]統計科學研究所[[note]]已出版;[SCI];有審查制度;具代表性[[note]]http://gateway.isiknowledge.com/gateway/Ga...
If ƛ is a positive integer, then a Poisson random variable with parameter ƛ can be thought of as a s...
It is long known that the distribution of a sum Sn of independent non-negative integer-valued random...
The problem of evaluating the accuracy of Poisson approximation to the distribution of a sum of inde...
AbstractWe study the asymptotics of subset counts for the uniformly random partition of the set [n]....
AbstractConsider a discrete-time x2-process, i.e. a process defined as the sum of squares of indepen...
The central limit theorem for a normalized summation of random number of i.i.d. random variables is ...
We present a sharp estimate of the accuracy of Poisson approximation and asymptotic expansions in th...
AbstractIn this article we study the distribution of the maximum of random variables till the corres...
We present a correct estimate of the rate of convergence and asymptotic expansions in the limit the...
We present a correct estimate of the rate of convergence and asymptotic expansions in the limit the...
We study the distribution of a maximum of a random number (the stopping time) of random variables. W...
We study the distribution of a maximum of a random number (the stopping time) of random variables. W...
AbstractIt is known that the partial maximum of nonstationary Gaussian sequences converges in distri...
Summary: "In the paper we consider asymptotic deficiencies of some estimators constructed from sampl...
[[sponsorship]]統計科學研究所[[note]]已出版;[SCI];有審查制度;具代表性[[note]]http://gateway.isiknowledge.com/gateway/Ga...
If ƛ is a positive integer, then a Poisson random variable with parameter ƛ can be thought of as a s...
It is long known that the distribution of a sum Sn of independent non-negative integer-valued random...
The problem of evaluating the accuracy of Poisson approximation to the distribution of a sum of inde...
AbstractWe study the asymptotics of subset counts for the uniformly random partition of the set [n]....
AbstractConsider a discrete-time x2-process, i.e. a process defined as the sum of squares of indepen...
The central limit theorem for a normalized summation of random number of i.i.d. random variables is ...