AbstractThe recursive projection algorithm derived in a previous paper is related to several well-known methods of numerical analysis such as the conjugate gradient method, Rosen's method and Henrici's. It is connected with the general interpolation problem, with extrapolation methods, with orthogonal projection on a subspace and with Fourier expansions. Several other connections and applications are presented
Interpolation on finite elements usually occurs in a Hilbert space setting, which means that interpo...
The paper is a continuation and elaboration of the subject of [5], which investigated the applicatio...
This paper is devoted to properties of sequence transformations and the corresponding recursive algo...
AbstractThe Schur complement is used with the block bordering method to derive two recursive algorit...
The recursive projection algorithm (RPA), derived from the vector Sylvester identity, has a connecti...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
AbstractThis paper presents a simple unifying algorithm for solving systems of linear equations. Sol...
AbstractThis paper presents a simple unifying algorithm for solving systems of linear equations. Sol...
This volume is a self-contained, exhaustive exposition of the extrapolation methods theory, and of t...
This volume is a self-contained, exhaustive exposition of the extrapolation methods theory, and of t...
We give a short survey over the history of linear extrapolation methods, which are nowadays an impor...
AbstractIn this paper, we describe a recursive method for computing interpolants defined in a space ...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
The aim of this paper is to give a short introduction to the most fundamental aspects of extrapolati...
A recursive algorithm for the construction of the generalized form of the interpolating rational fun...
Interpolation on finite elements usually occurs in a Hilbert space setting, which means that interpo...
The paper is a continuation and elaboration of the subject of [5], which investigated the applicatio...
This paper is devoted to properties of sequence transformations and the corresponding recursive algo...
AbstractThe Schur complement is used with the block bordering method to derive two recursive algorit...
The recursive projection algorithm (RPA), derived from the vector Sylvester identity, has a connecti...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
AbstractThis paper presents a simple unifying algorithm for solving systems of linear equations. Sol...
AbstractThis paper presents a simple unifying algorithm for solving systems of linear equations. Sol...
This volume is a self-contained, exhaustive exposition of the extrapolation methods theory, and of t...
This volume is a self-contained, exhaustive exposition of the extrapolation methods theory, and of t...
We give a short survey over the history of linear extrapolation methods, which are nowadays an impor...
AbstractIn this paper, we describe a recursive method for computing interpolants defined in a space ...
the paper deals with iterative interpolation methods in forms of similar recursive procedures define...
The aim of this paper is to give a short introduction to the most fundamental aspects of extrapolati...
A recursive algorithm for the construction of the generalized form of the interpolating rational fun...
Interpolation on finite elements usually occurs in a Hilbert space setting, which means that interpo...
The paper is a continuation and elaboration of the subject of [5], which investigated the applicatio...
This paper is devoted to properties of sequence transformations and the corresponding recursive algo...
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