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Zbl 0933.65050
Morini, Benedetta
Convergence behaviour of inexact Newton methods. (English)
[J] Math. Comput. 68, No.228, 1605-1613 (1999). ISSN 0025-5718; ISSN 1088-6842/e

For a system of nonlinear equations $F(x)=0$, in the $n$-dimensional case, the author investigates local convergence theorems of inexact Newton and Newton-like methods and points out some invariant results for these methods.
[V.Berinde (Baia Mare)]

MSC 2000:: *65H10 Systems of nonlinear equations (numerical methods)

Keywords: systems of nonlinear equations; inexact Newton methods; Newton-like methods; local convergence; linear convergence; affine invariant conditions

Cited in: Zbl 1168.65351 Zbl 1092.65043 Zbl 1087.65564 Zbl 0972.35187

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