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search.filters.author.Xiao, Y.
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search.filters.author.Argyros, I.K.
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search.filters.author.Cho, Y.J.
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search.filters.author.George, S.
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search.filters.subject.Banach space
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search.filters.subject.inexact Newton method
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search.filters.subject.Kantorovich hypotheses
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search.filters.subject.recurrent functions
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search.filters.subject.semilocal convergence
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2020
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Local Convergence of Inexact Newton-Like Method under Weak Lipschitz Conditions
(
Springer
,
2020
)
Argyros, I.K.
;
Cho, Y.J.
;
George, S.
;
Xiao, Y.
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The paper develops the local convergence of Inexact Newton-Like Method (INLM) for approximating solutions of nonlinear equations in Banach space setting. We employ weak Lipschitz and center-weak Lipschitz conditions to perform the error analysis. The obtained results compare favorably with earlier ones such as [7, 13, 14, 18, 19]. A numerical example is also provided. © 2020, Wuhan Institute Physics and Mathematics, Chinese Academy of Sciences.
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