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- Conjugate_residual_method abstract "The conjugate residual method is an iterative numeric method used for solving systems of linear equations. It's a Krylov subspace method very similar to the much more popular conjugate gradient method, with similar construction and convergence properties.This method is used to solve linear equations of the formwhere A is an invertible and Hermitian matrix, and b is nonzero.The conjugate residual method differs from the closely related conjugate gradient method primarily in that it involves more numerical operations and requires more storage, but the system matrix may be merely semi-definite. The conjugate residual method then computes the least-square solution of the linear problem.Given an (arbitrary) initial estimate of the solution , the method is outlined below:the iteration may be stopped once has been deemed converged. Note that the only difference between this and the conjugate gradient method is the calculation of and (plus the optional incremental calculation of at the end).".
- Conjugate_residual_method wikiPageID "29450651".
- Conjugate_residual_method wikiPageRevisionID "577048193".
- Conjugate_residual_method hasPhotoCollection Conjugate_residual_method.
- Conjugate_residual_method subject Category:Articles_with_example_pseudocode.
- Conjugate_residual_method subject Category:Numerical_linear_algebra.
- Conjugate_residual_method comment "The conjugate residual method is an iterative numeric method used for solving systems of linear equations.".
- Conjugate_residual_method label "Conjugate residual method".
- Conjugate_residual_method sameAs m.0ds2zr9.
- Conjugate_residual_method sameAs Q5161159.
- Conjugate_residual_method sameAs Q5161159.
- Conjugate_residual_method wasDerivedFrom Conjugate_residual_method?oldid=577048193.
- Conjugate_residual_method isPrimaryTopicOf Conjugate_residual_method.