讨论了区间参数非线性规划问题。
This paper considers the nonlinear programming problem of interval parameters.
应用动态规划原理来解决一类非线性规划问题。
This thesis applies dynamic programming principle to solve a nonlinear programming problem.
可行方向法是求解非线性规划问题的一类重要方法。
Methods of feasible directions are important method of a kind of solving a nonlinear programming problem.
分式规划问题是一类被广泛研究的非线性规划问题。
Firstly, this article transform the fractional programming problem with polytope constraints to an equivalent problem.
本文提出了一个解不等式约束非线性规划问题的有效方法。
A new efficient method for solving nonlinear programming problem is studied in this paper.
本文研究含有线性等式约束的非线性规划问题的降维算法。
In this paper, the descending dimension algorithm for nonlinear programming problems with linear equality constraints are discussed.
首次将二次稳定性问题等价地转化为约束非线性规划问题。
The problem is firstly transformed into an equivalent constraint nonlinear programming problem.
利用组合极大熵同伦方法，研究一般的非凸非线性规划问题。
We utilized the combined maximum entropy homotopy method to solve the general nonconvex nonlinear programming problems.
钢管订购和运输中的参数优化问题是个复杂的非线性规划问题。
It's a complex nonlinear programming question to find the optimization parameter in the Ordering and transporting of steel tube.
目前对有约束非线性规划问题还没有通用的求全局最优解的算法。
Currently, there is no general algorithm to find the global optimal solution for the constrained non-linear programming problems.
对等式约束的凸非线性规划问题的非线性方程组算法进行了研究。
This paper deals with the nonlinear equations algorithm for convex nonlinear programming problems with equality constraints.
可微非线性规划问题的线性化过程可以自然地推广到拟可微的情形。
The linearized procedure for differentiable nonlinear programming problems can be naturally generalized to the quasi differential case.
电网规划是一个混合整数非线性规划问题，控制变量多、复杂程度高。
It is the typical mixed and integral non-linear planning problem that there are many control variables and the complexity is high.
采用最大模糊满意度法将多目标优化问题转化为单目标非线性规划问题；
Secondly, multi-objective optimization problem is reformulated into a nonlinear single-objective programming problem by means of fuzzy satisfaction-maximizing method.
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。
It is transformed ingeniously into a non-linear programming problem with constraints which can be solved by many optimal methods.
利用阶梯折算法，问题可以化为一个具有等式约束的标准的非线性规划问题。
The problem can be posed as a standard nonlinear programming problem with equality constraints by means of the stepped reduction method.
本文考虑了线性、平方规划和非线性规划问题解的存在唯一、严格互补等性质。
The present paper discusses some properties about existence and unique solution, strict complementarity et al.
给出了一类约束函数单调而目标函数非单调的非线性规划问题的一种新的求解方法。
A new method is applied to a kind of nonlinear programming problem with monotonic functions and non-monotonic objective functions.
按满应力准则建立了弹簧优化设计的数学模型，它是一个有约束的非线性规划问题。
Based on fully stressed criterion, a mathematical model for spring optimization design has been built. The model is a constrained nonlinear programming problem.
几何规划是求解非线性规划问题的一个有效方法，该方法已成功地用于工程优化设计。
Geometric programming is a effective method for solving nonlinear programming. This method has been successfully used in optimization design of engineering.
汽轮机系统和锅炉系统分别构成线性混合0 - 1整数规划问题和非线性规划问题。
The steam turbine system and the boiler system construct respectively an integral linear 0-1 problem and a non-linear problem.
应用拟牛顿算法求解非线性规划问题的增广拉格朗日函数，并给出了相应的拟牛顿公式。
The quasi-Newton method was applied to solving the augmented Lagrangian function of nonlinear programming problems. Further, the quasi-Newton formula was given.
最近学者们提出了组合同伦内点法（简记为CHIP方法）去求解一类非线性规划问题。
Recently, a combined homotopy interior point method (denoted as CHIP method for convenience) was presented to solve a class of nonlinear programming problems.
考虑当目标函数在约束条件下的最优值作扰动时，使各约束作极小扰动的非线性规划问题。
The nonlinear programming problem that the constraint perturbation attains minimum under the condition when the objective function makes its optimal perturbation is considered.
同时，本文还分析了制约梯级水电站各个因素，将原问题化为一个有约束非线性规划问题。
Besides, this paper have analyzed factors that restrict multi-reservoir system power station, and turn former problem into retrained non - linear planning problems.
讨论了一类特殊的非线性规划问题，给出了其最优解的解析表达式，最后给出了一个例子。
A class of special nonlinear programming is discussed. The analytic expression of the optimal solution is given. And an example is finally presented.
本文先把问题转化为一个随机非线性规划问题，然后用逼近技术给出一个简单的求解方法。
We first formulate the problem as a stochastic nonlinear programming problem and then propose a new simple method for solving it via some approximation techniques.
本文先把问题转化为一个随机非线性规划问题，然后用逼近技术给出一个简单的求解方法。
We first formulate the problem as a stochastic nonlinear programming problem and then propose a new simple method for solving it via some approximation techniques.
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