The extended symmetric block Lanczos method for matrix-valued Gauss-type quadrature rules
AH Bentbib, M El Ghomari, K Jbilou… - Journal of Computational …, 2022 - Elsevier
This paper describes methods based on the extended symmetric block Lanczos process for
computing element-wise estimates of upper and lower bounds for matrix functions of the …
computing element-wise estimates of upper and lower bounds for matrix functions of the …
Gauss–Laurent-type quadrature rules for the approximation of functionals of a nonsymmetric matrix
This paper is concerned with the approximation of matrix functionals of the form w T f (A) v,
where A∈ ℝ n× n A∈R^n*n is a large nonsymmetric matrix, w, v∈ ℝ nw,v∈R^n, and f is a …
where A∈ ℝ n× n A∈R^n*n is a large nonsymmetric matrix, w, v∈ ℝ nw,v∈R^n, and f is a …
[图书][B] Standard and Rational Gauss Quadrature Rules for the Approximation of Matrix Functionals
J Alahmadi - 2021 - search.proquest.com
In this thesis we develop efficient numerical methods for the approximation of matrix
functionals of the form F (A):= w^ Tf (A) v, where A is a large symmetric or nonsymmetric …
functionals of the form F (A):= w^ Tf (A) v, where A is a large symmetric or nonsymmetric …
Transformation and approximation of rational Krylov spaces with an application to 2.5-dimensional direct current resistivity modeling
S Stein - 2021 - tubaf.qucosa.de
Abstract (DE) Die vorliegende Arbeit befasst sich mit der Fragestellung, inwiefern sich
gegebene Verfahren zur Approximation von rationalen Krylow-Räumen zur Berechnung von …
gegebene Verfahren zur Approximation von rationalen Krylow-Räumen zur Berechnung von …
WITH FOM AND GMRES
D Camps - bugs.unica.it
In this presentation we revisit the approximate rational Krylov method [1, 2, 3]. We present
two alternative but mathematically equivalent formulations of the same algorithm. The first …
two alternative but mathematically equivalent formulations of the same algorithm. The first …