求解带不可微项方程的Newton-Moser迭代的收敛性

广东工业大学学报 ›› 2000, Vol. 17 ›› Issue (1): 88-91.

求解带不可微项方程的Newton-Moser迭代的收敛性

广东农工商管理学院!广东广州510507；广东工业大学数理系!广东广州501643；

出版日期:2000-03-10 发布日期:2000-03-10
基金资助:
广东自然科学基金资助项目! (96 0 110 )

Convergence of the Newton-Moser Iterative for Undifferentiable Nonlinear Equations

(1.Guangdong AIBM Cardre College,GuangZhou 510507,China; 2.Guangdong University of Teclnology,Guangzhou 510643,China)

Online:2000-03-10 Published:2000-03-10

摘要/Abstract

摘要： 提出了Newton -Moser迭代法求解带不可微项方程的解的半局部收敛性定理 ,并加以扼要证明 .

肖胜中；古伟清； . 求解带不可微项方程的Newton-Moser迭代的收敛性[J]. 广东工业大学学报, 2000, 17(1): 88-91.

XIAO Sheng zhong 1,GU Wei qing 2. Convergence of the Newton-Moser Iterative for Undifferentiable Nonlinear Equations[J]. Journal of Guangdong University of Technology, 2000, 17(1): 88-91.

[1] 肖胜中,郭子君. 求解带不可微项方程的King-Werner迭代的收敛性[J]. 华南农业大学学报. 1999(02)

[1] Zabrejko P P,nguen D F.The majovant Methodin the theorg of Newton-Kantorvich apporximations anel the patk error estimates. Numerical Functional Analysis and Optimization . 1987

[2] Zabrejko P P.on a generalization of the Newton-Penantoroich methocl tor an eqllation with non-differentiable operatov. Ukr. Matw zhurn . 1989

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