1·The model belongs to large-scale non-linearity system of equations.
该模型属于大型非线性方程组。
2·Finally, the fairing curve can be obtained by solving a linear system of equations.
最终通过求解线性方程组得到光顺曲线。
3·Then, as an example, the solution to the ill conditioned system of equations is also presented.
最后给出改善病态方程组的解的实例。
4·By plate's boundary condition we can found the homologous homogeneous linear system of equations.
由板的边界条件可以建立相应的齐次线形方程组。
5·Contains a system of equations that describes the steady-state operation of a heat exchanger network.
包含描述一个换热器网络的稳态操作的方程序系统。
6·This unconstrained optimization problem may be transformed into nonlinear algebraic system of equations.
通过变换可将该无约束优化问题转化为求解非线性代数方程组的问题。
7·The problem of gravity field recovery can be attributed to the solution of over determined system of equations.
重力场恢复最终归结为超定线性方程组的求解问题。
8·Nevertheless, it requires solving system of equations with larger degree and determining the optimum structure of this model.
其优点是可选择少量的参数，公式简单，但需要求解较大阶数的方程组和确定模型的最优结构。
9·We consider the problem of solving the finite element system of equations coming from symmetric elliptic boundary value problems.
本文研究椭圆边值问题有限元方程的求解。
10·An all-purpose algorithm, Monte Carlo algorithm, for solving linear and nonlinear system of equations was presented in this paper.
提出一种求解线性和非线性方程组的通用算法——蒙特卡罗算法。