An iterative method would converge on one of the solutions, without any indication of the existence of the other ambiguous solution.
迭代方法会收敛于其中一个解而没有任何关于存在另一二义性解的指示。
In this paper we discuss conjugate direction method for LS estimator and analyse error of iterative solution.
本文讨论了求ls估计的共轭方向法，对迭代解的误差进行了分析。
If systems have the sole solution, this iterative method is unconditionally convergent.
只要方程组存在唯一解，这种迭代方法便是无条件收敛的。
A new approximate iterative approach, QDA method, for the steady solution of flexible mechanism is put forward, based on the finite element analysis on the distributed parameter model.
在以分布质量为模型的仃限元分析基础，上提出了一种用以求解弹性机构稳态解的新的迭代近似方法（QDA方法）。
Finite-difference iterative method is used for numerical solution, and some curvatures varied with different parameters are obtained.
应用差分迭代方法进行了数值求解，得到了液晶指向矢随不同的参数变化的曲线。
Based on the objective function, local optimum and iterative method were adopted to get a computer solution on the optimum economical thickness.
对保温设计的目标函数，采用局部求优，逐步迭代的方法，实现了多层保温经济厚度计算机求解。
Finite-difference iterative method is used for numerical solution.
应用差分迭代方法进行了数值求解。
The most effective method is the direct (non iterative) solution of power flow using PMU measurements with high precision.
其中效果最为显著是应用pmu高精度测量值的潮流方程直接求解方法，该方法不需迭代计算。
The response matrix technique was used for the iterative solution of the nodal diffusion equations, which greatly improves the computational efficiency of this method.
将响应矩阵技术应用于迭代求解过程，使得该方法具有较高的计算效率。
An iterative time-sharing method suitable for the solution of parabolic differential equations on a small scale digital-analog hybrid computing system is presented.
本文提出了一种适合在小型混合计算系统上求解抛物型偏微分方程及方程组的分时迭代法。
Iterative method is used for the whole road section to find out analytic solution and stress and displacement caused by temperature change in any point of CRCP can be calculated.
利用该解析解，在全路段范围内进行迭代求解，可以计算CRCP内任一点由温度变化所引起的应力、位移。
Newton Raphson method was introduced into the FEM analysis model in order to ensure that the solution of each iterative step would converge by means of satisfying some restrictive condition.
在有限元分析模型中引入了牛顿迭代法，以使每一时间步长的末端温度满足某一限制条件而平衡收敛。
As to the motion equations for objects, the fourth-order Runge-Kutta method was employed again for iterative solution.
对于物体的运动方程，同样利用四阶龙格-库塔法进行迭代求解。
Based on the iterative solution of linear algebra equations, the parallel computational steps are introduced in this method.
基于线性代数方程的迭代解，并行计算步骤，在该方法中引入。
In this paper, an iterative method is presented to find the least squares centrosymmetric solution to a kind of matrix equations.
本文提出了求一类矩阵方程组的最小二乘中心对称解的一种迭代法。
In this paper, iterative method in groups for solving these three matrix equations is studied when the equation has a unique solution.
本文讨论这三类线性矩阵方程惟一解的分组迭代解法。对三类矩阵方程的几类迭代格式的分组迭代解法，主要解决了如下几个问题。
This problem can be solved in total strain plasticity directly by the method presented. No iterative process is required to obtain the real solution.
本文介绍了对该问题的全量直接求解方法，无需迭代，方法本身不引起误差。
By this iterative method, the solvability of the equations can be determined automatically, and its reflexive matrix solution or least-norm reflexive matrix solution can be got within finite steps.
该算法可以判断矩阵方程组是否有自反矩阵解，并在有自反矩阵解时，可以在有限步迭代计算之后得到矩阵方程组的一个自反矩阵解或者极小范数自反矩阵解。
Using the progressive iterative, the method allows direct extension of MFES to nonlinear inviscid compressible flow. Thus it provides a new approach to the solution of the nonlinear equations.
采用逐步逼近的办法，可以把有限基本解方法推广到求解非线性的无粘可压流体，从而为非线性方程的求解提供了新的途径。
At last, putting forward a method named solution-expands, which contains iterative solution-expands, same effect solution-expands and parameter solution-expands, to complete the test-case generating.
最后提出解扩展的方法，对初始测试用例进行迭代解扩展、同效解扩展和参数解扩展，来完成最终测试用例的生成。
At last, putting forward a method named solution-expands, which contains iterative solution-expands, same effect solution-expands and parameter solution-expands, to complete the test-case generating.
最后提出解扩展的方法，对初始测试用例进行迭代解扩展、同效解扩展和参数解扩展，来完成最终测试用例的生成。
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