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- As a result,the original nonlinear bilevel programming can be approximated by a single-level programming. 其次,将插值函数代入上层问题,得到一个近似原问题的单层规划;
- Nonlinear bilevel programming lacks efficient algorithms due to its computational difficulties such as nonconvexity and NP-hardness. 摘要由于非线性两层规划具有非凸性、NP-难等计算困难，高效的算法并不多见。
- The nonlinear bilevel programming formulation and the trust region based algorithm are used to search the closest critical point. 建立了求解最近电压稳定临界点的非线性二层规划模型，提出一种求解该问题的信赖域方法。
- For nonlinear bilevel programming problems in which the follower's programming is linear in both xandy, a genetic algorithm based on the duality theory of the follower's problem is proposed. 摘要针对下层为线性规划的非线性双层规划问题，提出了一种基于下层对偶理论的遗传算法。
- Hierarchical optimization method for a class of nonlinear bilevel programming problems 一类非线性两层规划问题的递阶优化解法
- A special class of nonlinear bilevel programming problem and its genetic algorithm 一类特殊的非线性双层规划问题及其遗传算法
- Solving a Class of Nonlinear Bilevel Programming Problems by Simulated Annealing 一类非线性两级规划问题的模拟退火求解
- nonlinear bilevel programming 非线性双层规划
- This model is formulated as a bilevel programming problem. 此模型公式化为一双水平规划问题。
- 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。
- The bilevel programming is hierarchical optimization on bilevel decision. 摘要二（双）层规划是研究二层决策的递阶优化问题。
- Two classes of mixed integer bilevel programming problems were discussed. 讨论了两类非线性混合整数双层规划问题。
- 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。
- 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；
- The bilevel programming models can efficiently describe the managemental decision system with multilevel. 摘要双层规划模型是描述具有层次特性管理决策系统的有效方法。
- Bilevel programming is a kind of two-story structure of the hierarchical decision-making optimization problem. 二层规划是一种具有二层递阶结构的决策优化问题。
- Finally, the numerical example illustrates the bilevel programming model and the proposed algorithm. 最后用实例验证了提出的模型和算法。
- Bilevel programming models can be used efficiently to describe the hierarchy decision system. 双层规划能有效地描述具有递阶层次结构的决策系统。
- A new genetic algorithm is proposed for solving the mixed-integer bilevel programming problems. 针对这类问题提出了一个新的遗传算法。
- nonlinear bilevel mixed integer-programming 非线性两层混合整数规则
