point iterative procedure for the numerical solution of a broad class of boundary value problems of third order. A linear integral operator expressed in terms of Green's function is constructed, then the well-known Ishikawa fixed point iterative scheme is applied to obtain a new iterative scheme....
Based on the fixed point equation, projected fixed point iterative methods are proposed and corresponding convergence proofs on the fixed point iterative methods for the tensor complementarity problem associated with a power Lipschitz tensor are investigated. Furthermore, the monotone convergence analysis ...
an iterative approximation of the fixed point of a Lipschitzian strictly pseudo- contractive mapping in L (2 < p < oo) space is developed. The object of the present note is to consider the local version of the problem and to extend ...
답변 (1개) Robert U2022년 2월 15일 0 링크 번역 Hi Aryan Efty Sham, Have a look in the community forum. The method has been discussed several times already, e.g.https://de.mathworks.com/matlabcentral/answers/602329-fixed-point-iterative-method-for-finding-root-of-an-...
1) fixed point iteration 不动点迭代 例句>> 2) Fixed-Point Iteration Method 不动点迭代法 1. Solving a Tpye ofFixed-Point Iteration Method; 一类不动点迭代法的求解 更多例句>> 3) fixed point iterative process 不动点迭代过程 4) Fixed point iteration method ...
5) Fixed point iteration method 不动点迭代算法6) iterative process 迭代过程 1. In this paper,the Mann iterative process of the solation of non-linear equation Tx=f is given. 本文给出了非线性算子方程 Tx=f 的解的 Mann 迭代过程,从而基本上解决了 C。 更多例句>> ...
Fixed point iterative method In this section, we will discuss and describe the method that we will apply to obtain numerical solutions for a class of third order linear and nonlinear boundary value problems. First, consider the general linear third order equation L[u]≡p(t)u′′′(t)+q(t...
The Banach fixed-point theorem is the basic theoretical instrument to introduce iterative method, which is an important modern numercial analysis method. And that's why I'd like to write another article on iterative method. In this article, we will see the Banach fixed-point theorem at first...
Yonghong YaoChun-Wei TsengHui-To LinPei-Xia YangAbstract and Applied AnalysisAbstract and Applied AnalysisY. C. Liou, Y. Yao, C. W. Tseng, H. T. Lin and P. X. Yang, Iterative algorithms approach to variational inequalities and fixed point problems, Abstract and applied analysis(2012) ...
1) fixed-point iteration 固定点迭代1. Newton iteration method for nonlinear equations in two unknowns has also been expressed as a basic iteration form with simplified ideological structure and convenient form which is called fixed-point iteration. 并将二元非线性方程组的牛顿法表示成了结构形式简明...