summary:An iterative method for linear extrapolation of twodimensional random sequences is derived. Steps of this procedure are based (i) on Jaglom's method, (ii) on Hájek's method. A numerical example is given in the both cases. Finally the iterative method is generalized for the $n$ - dimensional case
Prompted by the inadequacies of the now traditional characterization of chance and uncertainty throu...
AbstractIn two previous papers [10,11] convergence and stability results for the following vector ex...
AbstractLet {Xk} be a stationary ergodic sequence of nonnegative matrices. It is shown in this paper...
summary:An iterative method for linear extrapolation of twodimensional random sequences is derived. ...
AbstractWe consider an extrapolation method, based on a linear stationary iterative method of first ...
summary:Limits of the extrapolation coefficients are rational functions of several poles with the la...
This Ph.D. thesis discusses some applications of extrapolation methods. In numerical analysis and in...
AbstractThis paper makes use of the extrapolation principle to improve and extend most of the theore...
summary:Let $x_{k+1}=Tx_k+b$ be an iterative process for solving the operator equation $x=Tx+b$ in H...
The problem of optimal estimation of the linear functionals $A{\zeta}=\sum_{j=1}^{\infty}{a}(j){\zet...
AbstractGiven the linear stationary first-order iterative scheme x(m+1 = Tx(m + c for the solution o...
AbstractIn this paper, we discuss convergence of the extrapolated iterative methods for solving sing...
summary:Let {\boldmath$X$} and {\boldmath$Y$} be stationarily cross-correlated multivariate stationa...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
The aim of this paper is to give a short introduction to the most fundamental aspects of extrapolati...
Prompted by the inadequacies of the now traditional characterization of chance and uncertainty throu...
AbstractIn two previous papers [10,11] convergence and stability results for the following vector ex...
AbstractLet {Xk} be a stationary ergodic sequence of nonnegative matrices. It is shown in this paper...
summary:An iterative method for linear extrapolation of twodimensional random sequences is derived. ...
AbstractWe consider an extrapolation method, based on a linear stationary iterative method of first ...
summary:Limits of the extrapolation coefficients are rational functions of several poles with the la...
This Ph.D. thesis discusses some applications of extrapolation methods. In numerical analysis and in...
AbstractThis paper makes use of the extrapolation principle to improve and extend most of the theore...
summary:Let $x_{k+1}=Tx_k+b$ be an iterative process for solving the operator equation $x=Tx+b$ in H...
The problem of optimal estimation of the linear functionals $A{\zeta}=\sum_{j=1}^{\infty}{a}(j){\zet...
AbstractGiven the linear stationary first-order iterative scheme x(m+1 = Tx(m + c for the solution o...
AbstractIn this paper, we discuss convergence of the extrapolated iterative methods for solving sing...
summary:Let {\boldmath$X$} and {\boldmath$Y$} be stationarily cross-correlated multivariate stationa...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
The aim of this paper is to give a short introduction to the most fundamental aspects of extrapolati...
Prompted by the inadequacies of the now traditional characterization of chance and uncertainty throu...
AbstractIn two previous papers [10,11] convergence and stability results for the following vector ex...
AbstractLet {Xk} be a stationary ergodic sequence of nonnegative matrices. It is shown in this paper...