It is transformed ingeniously into a non-linear programming problem with constraints which can be solved by many optimal methods.
并将此模型巧妙地转化成了约束非线性规划问题，可采用多种优化方法求解。
The two different kinds of combined relations in this problem are de-coupled by variable replacing, and the problem is changed into a non-linear programming problem with complex constraints.
通过变量代换将问题中的两种耦合关系分解开，使得该问题转化为一个含有复杂约束条件的非线性规划问题。
The algorithm decomposes the complex non-linear optimal problem into three courses, according to the different constraints.
该算法将复杂的非线性优化问题根据不同的优化约束条件，分解为三个求解阶段。
We cast these ranging measurements as a set of distance constraints, thus forming an over-determined system of equations suitable for non-linear least squares optimization.
我们将这些距离测量看作距离限制集，从而构成一个超定的系统方程，适用于最优非线性最小二乘。
In this paper, the authors establish a new method of finding the base feasible solution for linear program subject to non-negative variables and equality constraints.
针对这一问题，文章提出了求非负变量等式约束基本可行解的一种方法。
A clear form of the equations of motion of systems with linear non -holonomic constraints of second order is presented here. And the use of the field method is extended to these systems.
首先给出二阶线性非完整系统动力学方程的显形式，然后将场方法应用于这类系统方程的积分。
A clear form of the equations of motion of systems with linear non -holonomic constraints of second order is presented here. And the use of the field method is extended to these systems.
首先给出二阶线性非完整系统动力学方程的显形式，然后将场方法应用于这类系统方程的积分。
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