system of nonlinear equations

Splitting multi-step monotone iterative methods for system of nonlinear equations

非线性方程组的分裂型多步单调迭代法

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In this paper we use the method of seidel iterative to give the existence and uniqueness theorems of continuous solutions for a class of system of nonlinear functional equations in a special class of functions.

本文利用Seidel迭代方法给出一类非线性函数方程组在某一特殊函数类中解的存在性和唯一性定理。

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The unsolvability of implicit equations existing in the inversion algorithm in the inverse system method ( ISM) is considered, and a constructive inversion algorithm is presented for general nonlinear systems so as to avoid solving implicit equations via elimination method.

针对由于逆系统方法之求逆算法中求解隐函数方程的困难，通过消元法避开对隐函数方法的求解，提出了一般非线性多变量系统的构造性求逆算法。

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For a nonlinear system of ordinary differential equations, we construct an iterative sequence and prove that the sequence is bounded. Using the sequence, the approximate solution is obtained.

对于非线性微分方程组，构造了一个迭代序列，证明了迭代序列是有界的，利用迭代序列构造近似解的表达形式。

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Parallel Multisplitting AOR Method for Solving a Class of System of Nonlinear Algebraic Equations

一类求解非线性代数方程组的并行多分裂AOR算法

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A priori estimates of the solution for a compound boundary problem for system of Nonlinear Elliptic Complex Equations

非线性椭圆型复方程组的一类复合边值问题解的先验估计

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The Galerkin approach is employed to deduce a two-degree-of-freedom nonlinear system under the combination of the parametric and external excitations from the governing partial differential equations.

采用Galerkin法对偏微分方程进行离散，得到包含外激励和参数激励的二自由度控制方程。

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An interval relaxation method to system of nonlinear equations is discussed in this paper.

给出一种解非线性方程组的区间松弛法,其条件比有关文献的条件弱,但得出了同样的结论.

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The inverse system mothod of nonlinear control is revised to be suited for controller design of a class of non-inverse system, and a set of desired dynamical equations and choice rules of parameter are presented.

改进了非线性控制的逆系统方法，使之适用于一类典型的不可逆系统的控制器设计；

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Mathematically a 2D constrained design system can be modeled by m independent nonlinear equations with n design variables and the design process can be viewed as a process of solving a geometric constraint system.

二维变量化设计系统可以用含有n个未知数、m个方程的非线性方程组表示。

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