Add to ORKGFor operators defined on the Cartesian product of random and deterministic continuous functions the interpolation polynomials of arbitrary fixed degree, coinciding at the given points with the original operator, are constructed. Formulas of the linear interpolation and their applications for the approximation of specific random operators, nonlinear with respect to the Wiener process, are considere
Abstract. The goal of this paper is to give applications of interpolation operators, with a special ...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
We study the problem of the existence and regularity of a probability density in an abstract framewo...
For operators defined on the Cartesian product of random and deterministic continuous functions the ...
Models of correlation functions of random processes are considered. Numerical methods show that effi...
The article deals with some interpolation representations of stochastic processes with non-equidista...
Formulas of linear interpolation with respect to two or three nodes for the operator, which gives a...
The article deals with some interpolation representations of random processes with non-equidistance ...
In this paper the scales of classes of stochastic processes are introduced. New interpolation theore...
We consider the convergence of equi-uniform approximation processes of interpolation type operators ...
In the paper we study sequences of random functions which are defined by some interpolation procedur...
The sampling theorem (or Shannon formula) makes familiar the processes having the shape A(t) = E An...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...
A phenomenological interpolation model for the transition operator of a stationary Markov process is...
The main questions concerning random operator equations are essentially the same as those of determi...
Abstract. The goal of this paper is to give applications of interpolation operators, with a special ...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
We study the problem of the existence and regularity of a probability density in an abstract framewo...
For operators defined on the Cartesian product of random and deterministic continuous functions the ...
Models of correlation functions of random processes are considered. Numerical methods show that effi...
The article deals with some interpolation representations of stochastic processes with non-equidista...
Formulas of linear interpolation with respect to two or three nodes for the operator, which gives a...
The article deals with some interpolation representations of random processes with non-equidistance ...
In this paper the scales of classes of stochastic processes are introduced. New interpolation theore...
We consider the convergence of equi-uniform approximation processes of interpolation type operators ...
In the paper we study sequences of random functions which are defined by some interpolation procedur...
The sampling theorem (or Shannon formula) makes familiar the processes having the shape A(t) = E An...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...
A phenomenological interpolation model for the transition operator of a stationary Markov process is...
The main questions concerning random operator equations are essentially the same as those of determi...
Abstract. The goal of this paper is to give applications of interpolation operators, with a special ...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
We study the problem of the existence and regularity of a probability density in an abstract framewo...