AbstractIn this paper, we study almost sure central limit theorems for sequences of functionals of general Gaussian fields. We apply our result to non-linear functions of stationary Gaussian sequences. We obtain almost sure central limit theorems for these non-linear functions when they converge in law to a normal distribution
The goal of this Lecture Note is to prove a new type of limit theorems for normalized sums of strong...
Let X1, X2,... be independent, identically distributed random variables with EX1 = 0, EX12 = 1 and l...
AbstractIn this paper we consider two functional limit theorems for the non-linear functional of the...
In this paper, we study almost sure central limit theorems for sequences of functionals of general G...
AbstractIn this paper, we study almost sure central limit theorems for sequences of functionals of g...
AbstractIn the present paper it is shown that the central limit theorem holds for some non-linear fu...
Let be a standardized non-stationary Gaussian sequence, and let denote , . Under some additiona...
AbstractLet {X1n}, ..., {Xkn} be k stationary Gaussian processes. Suppose H is a functional of k var...
Considering a sequence of standardized stationary Gaussian random variables, a universal result in t...
Let {X1n}, ..., {Xkn} be k stationary Gaussian processes. Suppose H is a functional of k variables. ...
The aim of this thesis is to study and show, as described in the works of Nualart, that a sequence o...
Dedicated to Professor Leopold Schmetterer on his sixtieth Birthday Summary. Let a stationary Gaussi...
A functional type of almost sure central limit theorem is given for a sequence of stationary associa...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
Abstract We prove some almost sure central limit theorems for the maxima of strongly dependent nonst...
The goal of this Lecture Note is to prove a new type of limit theorems for normalized sums of strong...
Let X1, X2,... be independent, identically distributed random variables with EX1 = 0, EX12 = 1 and l...
AbstractIn this paper we consider two functional limit theorems for the non-linear functional of the...
In this paper, we study almost sure central limit theorems for sequences of functionals of general G...
AbstractIn this paper, we study almost sure central limit theorems for sequences of functionals of g...
AbstractIn the present paper it is shown that the central limit theorem holds for some non-linear fu...
Let be a standardized non-stationary Gaussian sequence, and let denote , . Under some additiona...
AbstractLet {X1n}, ..., {Xkn} be k stationary Gaussian processes. Suppose H is a functional of k var...
Considering a sequence of standardized stationary Gaussian random variables, a universal result in t...
Let {X1n}, ..., {Xkn} be k stationary Gaussian processes. Suppose H is a functional of k variables. ...
The aim of this thesis is to study and show, as described in the works of Nualart, that a sequence o...
Dedicated to Professor Leopold Schmetterer on his sixtieth Birthday Summary. Let a stationary Gaussi...
A functional type of almost sure central limit theorem is given for a sequence of stationary associa...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
Abstract We prove some almost sure central limit theorems for the maxima of strongly dependent nonst...
The goal of this Lecture Note is to prove a new type of limit theorems for normalized sums of strong...
Let X1, X2,... be independent, identically distributed random variables with EX1 = 0, EX12 = 1 and l...
AbstractIn this paper we consider two functional limit theorems for the non-linear functional of the...