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Two-level Picard, direct correction for the Navier - stokes equations at high Reynolds numbers

By:

Layton, W [Author]

Material type: Text

Text

TextSeries: Report 9326Publication details: Nijmegen: Department of Mathematics Catholic University, 1993.Description: 30p. ;22cmSubject(s):

LOC classification:

QA3.R46 no.9326

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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.9326 (Browse shelf(Opens below))	Available		000000201994

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Previous	MATH QA3.R46 no.9323 A note on fell - and epicompactness	MATH QA3.R46 no.9324 On a generalized conjugate gradient orthogonal residual method	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	Next

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