Conjugate residual method - Open Access .click

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On conjugate residual methods for solving non-symmetric SLAEs

2021
V. P. Ilin , D. I. Kozlov , A. V. Petukhov +2 more
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A generalized conjugate gradient minimum residual method (GCG-MR) with variable preconditioners and relation between residuals of the GCG-MR and GCG-OR methods

1997
The authors construct a new version -- generalized conjugate gradient minimum residual (GCG-MR) method of the iterative method GCG-LS for solving nonsymmetric and/or indefinite linear systems. This method involves a minimum amount of computations. The basic properties of the method and some numerical results are given.
Axelsson, A.O.H., Nikolova, M.
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Magnetic resonance linear accelerator technology and adaptive radiation therapy: An overview for clinicians

Ca-A Cancer Journal for Clinicians, 2022
William A Hal, X Allen Li, Daniel A Low
exaly

A sparsity-oriented technique for power system small signal stability analysis with a precondition conjugate residual method

, 1993
Hiroyuki Mori, Junya Kanno, Senji Tsuzuki +2 more
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A Generalised Conjugate Residual method for the solution of non‐symmetric systems of equations with multiple right‐hand sides

, 1999
F.J. Lingen
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Click Nucleophilic Conjugate Additions to Activated Alkynes: Exploring Thiol-yne, Amino-yne, and Hydroxyl-yne Reactions from (Bio)Organic to Polymer Chemistry

Chemical Reviews, 2021
Joshua C Worch, Matthew J Price, Andrew Dove +2 more
exaly

The Method of Conjugate Residuals for Solving the Galerkin Equations Associated with Symmetric Positive Semidefinite Ill-Posed Problems

, 1998
Robert Plato
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A New Method of Estimating United States and State-level Cancer Incidence Counts for the Current Calendar Year

Ca-A Cancer Journal for Clinicians, 2007
Eric J Feuer
exaly

Comparison of quasi minimal residual and bi-conjugate gradient iterative methods to solve complex symmetric systems arising from time-harmonic magnetic simulations

, 1999
Herbert De Gersem +3 more
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Hodgkin lymphoma: A review and update on recent progress

Ca-A Cancer Journal for Clinicians, 2018
Satish P Shanbhag, Richard F Ambinder
exaly

physics
conjugate
gradient descent

artificial neural network
quantum mechanics
machine learning

iterative method
iterative numerical methods for linear systems
eigenvalues and eigenvectors