Title of article
Residual smoothing and peak/plateau behavior in Krylov subspace methods Original Research Article
Author/Authors
Homer F. Walker، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 1995
Pages
8
From page
279
To page
286
Abstract
Recent results on residual smoothing are reviewed, and it is observed that certain of these are equivalent to results obtained by different means that relate “peaks” and “plateaus” in residual norm sequences produced by certain pairs of Krylov subspace methods.
Keywords
ORTHODIR methods , BCG , Krylov subspace methods , QMR , minimal residual methods , Conjugate gradient , conjugate residual methods , SYMMLQ , MINRES methods , Arnoldi , GMRES methods , Iterative linear algebra methods , Bi-CGSTAB methods , Biconjugate gradient , Orthogonal , Quasi-minimal residualmethods , CGS , Residual smoothing techniques , conjugate gradient squared methods , ORTHORES
Journal title
Applied Numerical Mathematics
Serial Year
1995
Journal title
Applied Numerical Mathematics
Record number
941888
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