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Improved covergence estimates for a class of inexact Newton conjugate gradient-type algorithms

By:

Kaporin, I. E [Author]

Material type: Text

Text

TextSeries: Report 9328Publication details: Nijmegen: Department of Mathematics Catholic University, 1993.Description: 15p. ; 22cmSubject(s):

LOC classification:

QA3.R46 no.9328

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Holdings
Item type	Current library	Collection	Call number	Status	Date due	Barcode
Research Report	Directorate of Library Services (UDSM)	Mathematics Department	MATH QA3.R46 no.9328 (Browse shelf(Opens below))	Available		000000201980

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Previous	MATH QA3.R46 no.9325 The choice of search directions in the iterative solution of non symmetric indefinite linear systems	MATH QA3.R46 no.9326 Two-level Picard, direct correction for the Navier - stokes equations at high Reynolds numbers	MATH QA3.R46 no.9327 A multilevel mesh independence principle for the Navier-stokes equations	MATH QA3.R46 no.9328 Improved covergence estimates for a class of inexact Newton conjugate gradient-type algorithms	MATH QA3.R46 no.9329 Estimating global convergence of inexact Newton methods via limiting stepsize along normalized direction	MATH QA3.R46 No.9330 Locally nilpotent derivations and their applications III	MATH QA3.R46 no.9331 On eigenvalue estimates for block incomplete factorization methods	Next

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