1) inexact Newton-Krylov method
非精确Newton-Krylov方法
2) Newton-Krylov method
Newton-Krylov方法
3) inexact Newton method
非精确Newton法
1.
The local convergence of the inexact method and the semi-local convergence of the inexact Newton method are analyzed and moreover,some algorithms for solving inverse eigenvalue problems are presented and the convergence analysis are provided.
进一步地,我们把所得的结果应用于若干特殊情形如非精确Newton法,H(o|¨)lder条件不满足等。
4) the inexact Newton-Moser method
非精确Newton-Moser法
1.
In this paper,the inexact Newton-Moser method is discussed,the convergence is proved.
讨论了用非精确Newton-Moser法求解奇异问题,证明了该方法的收敛性。
5) Newton-Krylov algorithm
Newton-Krylov算法
1.
Theoritical analysis and numerical computations show that Newton-PSMINRES algorithm has better performance than Newton-Krylov algorithms for symmetrizable indefinite problems.
理论分析与数值试验表明,Newton-PSMINRES算法优于其它处理可对称化不定问题的不精确Newton-Krylov算法。
6) inexact Newton method
不精确Newton法
1.
Solving load flow equations with block weighted inexact Newton method;
用分块加权平均的不精确Newton法计算潮流问题
2.
In this paper,we study convergence theories of this inexact Newton method.
分析了求解对称特征值问题的不精确Newton法,给出了相应的收敛性定理,并证明了在适当的条件下,不精确Newton法超线性收敛。
3.
This dissertation mainly study the theoretic analysis of solving nonlinear equations f(x) = 0 in Banach space, especially on the local and semi-local convergenceof Newton s method, inexact Newton method and Newton-like method.
本文主要研究Banach空间内求解非线性方程组f(x)=0的理论分析问题，特别是对Newton法，不精确Newton法(inexact Newton method)，Newton-like方法的局部收敛性和半局部收敛性进行了详细的讨论，并给出新的结果。
补充资料：非想非非想处天
1.佛教语。即三界中无色界第四天。此天没有欲望与物质﹐仅有微妙的思想。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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