Add to ORKGWe exemplify the equivalence between the MPE acceleration method and the vector (v-) method when the iterate is linear and the exact k is chosen. General results have been given in McLeod (1971), and Graves-Morris (1983) among others, as discussed by Smith et al. (1987). Le
A general approach to the construction of accelerated convergence methods for vector sequences is pr...
This paper presents a general framework for Shanks transformations of sequences of elements in a vec...
The mathematical model P of a real life problem is, typically, a set of complicated non-linear diffe...
AbstractThe minimal polynomial extrapolation (MPE) and reduced rank extrapolation (RRE) are two very...
AbstractThe present paper is a survey of the most popular vector extrapolation methods such as the r...
Extrapolation methods can be used to accelerate the convergence of vector sequences. It is shown ho...
The minimal polynomial extrapolation (MPE) and reduced rank extrapolation (RRE) are two effective te...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
Nous nous intéressons, dans cette thèse, à l'étude des méthodes d'extrapolation polynômiales et à l'...
NoThe four vector extrapolation methods, minimal polynomial extrapolation, reduced rank extrapolatio...
In this thesis, we study polynomial extrapolation methods. We discuss the design and implementation ...
AbstractIn two previous papers [10,11] convergence and stability results for the following vector ex...
AbstractAn important problem that arises in different areas of science and engineering is that of co...
The minimal polynomial and reduced rank extrapolation algorithms are two acceleration of convergence...
Algebraic Multigrid Method (AMG) performance im-provement by vector sequence extrapolation is exam-i...
A general approach to the construction of accelerated convergence methods for vector sequences is pr...
This paper presents a general framework for Shanks transformations of sequences of elements in a vec...
The mathematical model P of a real life problem is, typically, a set of complicated non-linear diffe...
AbstractThe minimal polynomial extrapolation (MPE) and reduced rank extrapolation (RRE) are two very...
AbstractThe present paper is a survey of the most popular vector extrapolation methods such as the r...
Extrapolation methods can be used to accelerate the convergence of vector sequences. It is shown ho...
The minimal polynomial extrapolation (MPE) and reduced rank extrapolation (RRE) are two effective te...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
Nous nous intéressons, dans cette thèse, à l'étude des méthodes d'extrapolation polynômiales et à l'...
NoThe four vector extrapolation methods, minimal polynomial extrapolation, reduced rank extrapolatio...
In this thesis, we study polynomial extrapolation methods. We discuss the design and implementation ...
AbstractIn two previous papers [10,11] convergence and stability results for the following vector ex...
AbstractAn important problem that arises in different areas of science and engineering is that of co...
The minimal polynomial and reduced rank extrapolation algorithms are two acceleration of convergence...
Algebraic Multigrid Method (AMG) performance im-provement by vector sequence extrapolation is exam-i...
A general approach to the construction of accelerated convergence methods for vector sequences is pr...
This paper presents a general framework for Shanks transformations of sequences of elements in a vec...
The mathematical model P of a real life problem is, typically, a set of complicated non-linear diffe...