Certain quadratic forms with long-range dependence, normalized by Nd with , have a non-Gaussian limit, but under further normalization, as , the limit becomes Gaussian.Self-similar processes long-range dependence Wiener--Ito integrals
For a suitable scaling of the solution to the one-dimensional heat equation with spatial-dependent ...
For a suitable scaling of the solution to the one-dimensional heat equation with spatial-dependent ...
The goal of this Lecture Note is to prove a new type of limit theorems for normalized sums of strong...
The asymptotic behavior of quadratic forms of stationary sequences plays an important role in statis...
The asymptotic behavior of quadratic forms of stationary sequences plays an important role in statis...
The paper establishes weak convergence in C [ 0 , 1 ] of normalized stochastic processes, generated ...
The thesis is made up of a number of studies involving long-range dependence (LRD), that is, a slow...
Dedicated to Professor Leopold Schmetterer on his sixtieth Birthday Summary. Let a stationary Gaussi...
We are interested in the functional convergence in distribution of the process of quadratic variatio...
We study the limit law of a vector made up of normalized sums of functions of long-range dependent s...
We obtain extreme value limit distributions of the maximum of standardized partial sums of stationar...
AbstractNon-Gaussian limiting distributions of the rescaling solutions of the heat equation for non-...
AbstractIn this paper we consider two functional limit theorems for the non-linear functional of the...
In this paper we study the rate of convergence to the normal approximation of the least squares esti...
In this paper we study the rate of convergence to the normal approximation of the least squares esti...
For a suitable scaling of the solution to the one-dimensional heat equation with spatial-dependent ...
For a suitable scaling of the solution to the one-dimensional heat equation with spatial-dependent ...
The goal of this Lecture Note is to prove a new type of limit theorems for normalized sums of strong...
The asymptotic behavior of quadratic forms of stationary sequences plays an important role in statis...
The asymptotic behavior of quadratic forms of stationary sequences plays an important role in statis...
The paper establishes weak convergence in C [ 0 , 1 ] of normalized stochastic processes, generated ...
The thesis is made up of a number of studies involving long-range dependence (LRD), that is, a slow...
Dedicated to Professor Leopold Schmetterer on his sixtieth Birthday Summary. Let a stationary Gaussi...
We are interested in the functional convergence in distribution of the process of quadratic variatio...
We study the limit law of a vector made up of normalized sums of functions of long-range dependent s...
We obtain extreme value limit distributions of the maximum of standardized partial sums of stationar...
AbstractNon-Gaussian limiting distributions of the rescaling solutions of the heat equation for non-...
AbstractIn this paper we consider two functional limit theorems for the non-linear functional of the...
In this paper we study the rate of convergence to the normal approximation of the least squares esti...
In this paper we study the rate of convergence to the normal approximation of the least squares esti...
For a suitable scaling of the solution to the one-dimensional heat equation with spatial-dependent ...
For a suitable scaling of the solution to the one-dimensional heat equation with spatial-dependent ...
The goal of this Lecture Note is to prove a new type of limit theorems for normalized sums of strong...