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Elsevier电子期刊(25)

在“Elsevier电子期刊”中，命中：25条，耗时：小于0.01 秒

在所有数据库中总计命中：49条

1.Expanding the applicability of Newton鈥檚 method using Smale鈥檚 -theory

作者：Ioannis K. Argyros ; Sa茂d Hilout ; Sanjay K. Khattri

关键词：Newton&rsquo ; s method ; Banach space ; Semi-local convergence ; Smale&rsquo ; s 伪伪-theory ; Fré ; chet-derivative

刊名：Journal of Computational and Applied Mathematics

出版年：1 May, 2014

2.Newton-type methods on Riemannian manifolds under Kantorovich-type conditions

作者：S. Amat ; I.K. Argyros ; S. Busquier ; R. Castro ; S. Hilout ; S. Plaza

关键词：Third-order iterative methods ; Riemannian manifolds ; Kantorovich conditions ; Semilocal convergence ; Order of convergence

刊名：Applied Mathematics and Computation

出版年：15 January, 2014

3.Robust semi-local convergence analysis for inexact Newton method

作者：Ioannis K. Argyros ; Sa茂d Hilout ; 脕ngel A. Magre帽谩n

关键词：Inexact Newton&rsquo ; s method ; Banach space ; Semi-local convergence ; Kantorovich&rsquo ; s theorem ; Majorant function

刊名：Applied Mathematics and Computation

出版年：15 January, 2014

4.On an improved convergence analysis of Newton鈥檚 method

作者：Ioannis K. Argyros ; Sa茂d Hilout

关键词：Newton&rsquo ; s method ; Banach space ; Semi-local convergence ; Kantorovich&rsquo ; s hypothesis ; Fré ; chet-derivative ; Divided difference of order one

刊名：Applied Mathematics and Computation

出版年：1 December, 2013

5.Weaker Kantorovich type criteria for inexact Newton methods

作者：I.K. Argyros ; S.K. Khattri

关键词：65H10 ; 65J20 ; 65G99 ; 65B05 ; 65N30

刊名：Journal of Computational and Applied Mathematics

出版年：1 May, 2014

6.Expanding the applicability of Inexact Newton Methods under Smale鈥檚 (伪, 纬)-theory

作者：Ioannis K. Argyros ; Sanjay K. Khattri ; Sa茂d Hilout

关键词：Inexact Newton Method ; Banach space ; 纬纬-Condition ; Smale&rsquo ; s 伪伪-theory ; Fré ; chet-derivative

刊名：Applied Mathematics and Computation

出版年：1 November, 2013

7.Majorizing sequences for iterative procedures in Banach spaces

作者：Ioannis K. Argyros ; Sa?d Hilout

关键词：Newton-like methods ; Banach space ; Majorizing sequences ; Semi-local convergence

刊名：Journal of Complexity

出版年：2012

8.Weaker conditions for the convergence of Newton¡¯s method

作者：Ioannis K. Argyros^a ; ^{iargyros@cameron.edu} ; Saï ; d Hilout^b ; ^{said.hilout@math.univ-poitiers.fr}

关键词：Newton&rsquo ; s method ; Banach space ; Rate of convergence ; Semi-local convergence ; Kantorovich&rsquo ; s hypothesis

刊名：Journal of Complexity

出版年：2012

9.A Newton-like method for nonsmooth variational inequalities

作者：Ioannis K. Argyros ; Saï ; d Hilout

关键词：Variational inequalities ; Aubin-like property ; Linear convergence ; Slant differentiability ; Newton-like method ; Set-valued map

刊名：Nonlinear Analysis

出版年：2010

10.Extending the Newton–Kantorovich hypothesis for solving equations

作者：Ioannis K. Argyros ; Saï ; d Hilout

关键词：Newton’ ; s method ; Banach space ; Semilocal convergence ; Newton– ; Kantorovich hypothesis ; Chandrasekhar-type nonlinear integral equation ; Two boundary value problem with Green kernel

刊名：Journal of Computational and Applied Mathematics

出版年：2010

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