The article deals with some interpolation representations of random processes with non-equidistance interpolation knots. Research is based on observations of the process and its derivatives of the first, second and third orders at some types of knots and observations of the process and its derivatives of the first and second orders at another types of knot
The aim of this note is to give an alternative construction of interlacements - as introduced by Szn...
The paper is dedicated to the modeling and the simulation of random processes and fields. Using the ...
Abstract. This chapter provides a survey of the main methods in non-uniform random variate generatio...
The article deals with some interpolation representations of stochastic processes with non-equidista...
The article deals with some interpolation representations of stochastic processes with non-equidista...
For operators defined on the Cartesian product of random and deterministic continuous functions the ...
In this paper the scales of classes of stochastic processes are introduced. New interpolation theore...
Models of correlation functions of random processes are considered. Numerical methods show that effi...
A class of stationary non-Gaussian processes, referred to as the class of mixtures of translation pr...
The sampling theorem (or Shannon formula) makes familiar the processes having the shape A(t) = E An...
The influence of type and dimensionality of sample collection on the interpolation effectiveness whe...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
In the present thesis a short introduction into the theory of L'evy processes and subordinators is m...
We study random knots and links in R3 using the Petaluma model, which is based on the petal projecti...
We discuss the interpolation property on some important families of non classical logics, such as in...
The aim of this note is to give an alternative construction of interlacements - as introduced by Szn...
The paper is dedicated to the modeling and the simulation of random processes and fields. Using the ...
Abstract. This chapter provides a survey of the main methods in non-uniform random variate generatio...
The article deals with some interpolation representations of stochastic processes with non-equidista...
The article deals with some interpolation representations of stochastic processes with non-equidista...
For operators defined on the Cartesian product of random and deterministic continuous functions the ...
In this paper the scales of classes of stochastic processes are introduced. New interpolation theore...
Models of correlation functions of random processes are considered. Numerical methods show that effi...
A class of stationary non-Gaussian processes, referred to as the class of mixtures of translation pr...
The sampling theorem (or Shannon formula) makes familiar the processes having the shape A(t) = E An...
The influence of type and dimensionality of sample collection on the interpolation effectiveness whe...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
In the present thesis a short introduction into the theory of L'evy processes and subordinators is m...
We study random knots and links in R3 using the Petaluma model, which is based on the petal projecti...
We discuss the interpolation property on some important families of non classical logics, such as in...
The aim of this note is to give an alternative construction of interlacements - as introduced by Szn...
The paper is dedicated to the modeling and the simulation of random processes and fields. Using the ...
Abstract. This chapter provides a survey of the main methods in non-uniform random variate generatio...