Add to ORKGAbstract. Let B be a separable Banach space. Suppose that (F, Fi, i 1) is a sequence of independent identically distributed (i.i.d.) and symmetrical independently scattered (s.i.s.) B-valued random measures. We first establish the central limit theorem for Yn
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
The paper deals with random variables which are the values of independent identically distributed st...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
AbstractLet C(S) be the space of real-valued continuous functions on a compact metric space S. Let {...
AbstractThe desymmetrization technique which was successfully used in C(S) spaces is carried over to...
The classical Central Limit Theorem (CLT) is one of the most fundamental results in statistics. It s...
It is shown, with the use of a concentration inequality of LeCam, that associated with an infinitely...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
AbstractLet αn={αn(t); t∈(0, 1)} and βn={βn(t); t∈(0, 1)} be the uniform empirical process and the u...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
On limit theorems for Banach space valued linear processes ∗ Alfredas Račkauskas a, b, Charles Suque...
AbstractThis article deals with quantitative results by involving the standard modulus of continuity...
AbstractThis article deals with quantitative results by involving the standard modulus of continuity...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
The paper deals with random variables which are the values of independent identically distributed st...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
AbstractLet C(S) be the space of real-valued continuous functions on a compact metric space S. Let {...
AbstractThe desymmetrization technique which was successfully used in C(S) spaces is carried over to...
The classical Central Limit Theorem (CLT) is one of the most fundamental results in statistics. It s...
It is shown, with the use of a concentration inequality of LeCam, that associated with an infinitely...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
AbstractLet αn={αn(t); t∈(0, 1)} and βn={βn(t); t∈(0, 1)} be the uniform empirical process and the u...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
On limit theorems for Banach space valued linear processes ∗ Alfredas Račkauskas a, b, Charles Suque...
AbstractThis article deals with quantitative results by involving the standard modulus of continuity...
AbstractThis article deals with quantitative results by involving the standard modulus of continuity...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
The paper deals with random variables which are the values of independent identically distributed st...