id: 05769951
dt: b
an: 05769951
au: Cătinaş, Emil
ti: Methods of Newton and Newton-Krylov type.
so: Cluj-Napoca: Risoprint (ISBN 978-973-751-533-9). iv, 177~p. (2007).
py: 2007
pu: Cluj-Napoca: Risoprint
la: EN
cc: 
ut: research monographs (numerical analysis); iterative methods for linear
    systems
ci: 
li: 
ab: Editorial review: The present work approaches two domains always actual in
    the numerical analysis: the solving of the linear and nonlinear systems
    in $\Bbb R^n$. It may seem unnaturally at the first sight to place the
    solving of the linear systems within the frame of the present problems
    of the numerical analysis. However, the reality shows that in the case
    of large linear systems (which are the most frequent in practice) there
    exist numerous situations when the practical use of direct methods
    leads to major difficulties. This thing has lead to the development of
    other directions of study. Thus, at present, it is unanimously admitted
    that, besides/combined with multigrid and preconditioning, the Krylov
    methods are the most efficient techniques for solving large linear
    systems.
rv: