AbstractThis part is concerned with the applications of the general limit theorems with rates of Part I, achieved by specializing the limiting r.v. X. This leads to new convergence theorems with higher order rates in the one- and multi-dimensional case for the stable limit law, for the central limit theorem, and the weak law of large numbers
In this paper we derive limit theorems of some general functions of independent and identically dist...
Convergence rates in two-sided law of large numbers for sums,S, : Xr *...*Xn of, independent identic...
© 2014, Pleiades Publishing, Ltd. A new condition for a weak dependence of random variables is deter...
This part is concerned with the applications of the general limit theorems with rates of Part I, ach...
AbstractThis part is concerned with the applications of the general limit theorems with rates of Par...
The authors present a concise but complete exposition of the mathematical theory of stable convergen...
Let (Xn)n[epsilon] be a sequence of real, independent, not necessarily identically distributed rando...
AbstractLet (Xn)nϵN be a sequence of real, independent, not necessarily identically distributed rand...
Abstract. Let X, XI, X,,... be i.i.d, random variables with the common distribution F. Further, let...
AbstractIn this paper, results of Lai, Heyde, and Rohatgi concerning the convergence rates for the l...
AbstractLet (Xn)nϵN be a sequence of real, independent, not necessarily identically distributed rand...
Limit theorems for various random variables occurring in risk theory have been established in [6]. B...
Tómács in [6] proved a general convergence rate theorem in the law of large numbers for arrays of Ba...
Tómács in [6] proved a general convergence rate theorem in the law of large numbers for arrays of Ba...
Tómács in [6] proved a general convergence rate theorem in the law of large numbers for arrays of Ba...
In this paper we derive limit theorems of some general functions of independent and identically dist...
Convergence rates in two-sided law of large numbers for sums,S, : Xr *...*Xn of, independent identic...
© 2014, Pleiades Publishing, Ltd. A new condition for a weak dependence of random variables is deter...
This part is concerned with the applications of the general limit theorems with rates of Part I, ach...
AbstractThis part is concerned with the applications of the general limit theorems with rates of Par...
The authors present a concise but complete exposition of the mathematical theory of stable convergen...
Let (Xn)n[epsilon] be a sequence of real, independent, not necessarily identically distributed rando...
AbstractLet (Xn)nϵN be a sequence of real, independent, not necessarily identically distributed rand...
Abstract. Let X, XI, X,,... be i.i.d, random variables with the common distribution F. Further, let...
AbstractIn this paper, results of Lai, Heyde, and Rohatgi concerning the convergence rates for the l...
AbstractLet (Xn)nϵN be a sequence of real, independent, not necessarily identically distributed rand...
Limit theorems for various random variables occurring in risk theory have been established in [6]. B...
Tómács in [6] proved a general convergence rate theorem in the law of large numbers for arrays of Ba...
Tómács in [6] proved a general convergence rate theorem in the law of large numbers for arrays of Ba...
Tómács in [6] proved a general convergence rate theorem in the law of large numbers for arrays of Ba...
In this paper we derive limit theorems of some general functions of independent and identically dist...
Convergence rates in two-sided law of large numbers for sums,S, : Xr *...*Xn of, independent identic...
© 2014, Pleiades Publishing, Ltd. A new condition for a weak dependence of random variables is deter...