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- geometric programming problem 几何设计问题
- This model is formulated as a bilevel programming problem. 此模型公式化为一双水平规划问题。
- Signomial geometric programming(SGP)problems often occur in engineering design and management. 符号几何规划(SGP)问题经常出现在工程设计和管理中。
- This paper considers the nonlinear programming problem of interval parameters. 摘要讨论了区间参数非线性规划问题。
- The positive definite geometric programming is transferred into a nolinear programming with constraints of linear equality by duality principle. 在对偶理论作用下约束正定式几何规划转变为线性等式约束下的非线性规划。
- A perturbed problem for semidefinite programming problem was constructed. 摘要构造半定规划的一个扰动问题。
- In this paper, linear bilevel programming problem (LBP) is considered. 摘要关于线性二层规划的求解问题。
- Affine arithmetic is not only used for estimate variations and correlations, but also helps to solve robust geometric programming combined with the ellipsoid method. 椭球算法可解普通的几何规划，仿射算术既可以估计参数变化的相关性，又容易与椭球算法结合求解鲁棒性问题。
- If you think of a programming problem as terrain that you have to traverse, a design pattern is at best a partial map. 如果您将编程问题想象成一个必须穿过的地区,那么设计模式最多只是一张局部地图。
- In this paper, we focus on bilevel programming problem with a common decision variable in the upper level and lower level programming. 摘要主要讨论上下层具有共同决策变量的一类二层规划问题的求解方法。
- Using a genetic algorithm coded by MATLAB, the nonlinear programming problem was calculated. 针对此分段非线性函数规划问题，运用MATLAB编写遗传算法程序进行了计算。
- This paper concerns nonsmooth semidefinite programming problems. 摘要首次考虑了非光滑半定规化问题。
- In this paper a new convexification method was given to a kind monotone nonlinear programming problem. 给出了非线性规划问题的目标函数的一个新的指数型凸化、凹化变换公式.
- The mathematics description of the linear bilevel programming problem is used firstly. 本文首先给出了二层线性规划的数学描述；
- To general 0-1 Integer Programming Problem problem, we present a semi-roboticized DNA computing model. 摘要对一般的0-1整数规划问题提出了一种半自动化的DNA计算模型。
- generalized geometric programming 广义几何规划
- An on-line training algorithm is presented to avoid repetitious solving the convex programming problem. 并给出一种?着调整时的在线训练算法，避免重复求解凸规划问题。
- Fuzzy Relation Geometric Programming 模糊关系几何规划
- This thesis applies dynamic programming principle to solve a nonlinear programming problem. 应用动态规划原理来解决一类非线性规划问题。
- Posynomial geometric programming 正项式几何规划
