A Symbol-Based Analysis for Multigrid Methods for Block-Circulant and Block-Toeplitz Systems
Author:
Funder
Istituto Nazionale di Alta Matematica "Francesco Severi"
Publisher
Society for Industrial & Applied Mathematics (SIAM)
Subject
Analysis
Reference23 articles.
1. A V-cycle Multigrid for multilevel matrix algebras: proof of optimality
2. V-cycle Optimal Convergence for Certain (Multilevel) Structured Linear Systems
3. Rigorous Quantitative Analysis of Multigrid, I. Constant Coefficients Two-Level Cycle with $L_2 $-Norm
4. Multigrid Method for Ill-Conditioned Symmetric Toeplitz Systems
5. Symbol approach in a signal-restoration problem involving block Toeplitz matrices
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1. Fast algebraic multigrid for block-structured dense systems arising from nonlocal diffusion problems;Calcolo;2024-09-13
2. An Aggregation-Based Two-Grid Method for Multilevel Block Toeplitz Linear Systems;Journal of Scientific Computing;2024-01-27
3. Symbol based convergence analysis in block multigrid methods with applications for Stokes problems;Applied Numerical Mathematics;2023-11
4. Symbol based convergence analysis in multigrid methods for saddle point problems;Linear Algebra and its Applications;2023-08
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