Mathematics
A. Brandt
tlooto Summary
A rigorous two-level theory is developed for general symmetric matrices (and nonsymmetric ones using Kaczmarz relaxation), without assuming any regularity, not even any grid structure of the unknowns.
Abstract
Abstract is not available.
Citation format
BRANDT, A. Algebraic multigrid theory: The symmetric case. APPLIED MATHEMATICS AND COMPUTATION, 1986, 19: 23–56.