This paper studies a bilevel programming of several issues.
本文主要研究了二层规划的几个问题。
This is a novel method for solving nonlinear bilevel programming problems.
这是一种求解非线性两层规划问题的新颖方法。
A novel method for a class of nonlinear bilevel programming problems is proposed.
提出一种求解一类非线性两层规划问题的新方法。
A certain nonlinear fractional bilevel programming problem (NFBP) is studied in section 3.
第三节研究了一类非线性分式双层规划问题(NFBP)。
The algorithm can be applied to various linear and nonlinear bilevel programming problems.
算法适用于各类线性和非线性二层规划问题。
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。
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。
A bilevel programming is proposed for studying the relationship between Numbers and scale of generation companies.
建立一个二层规划模型来研究企业数量与企业规模的关系。
For the bilevel programming model, this paper designs a heuristic solution algorithm based on particle swarm optimization technique.
然后基于粒子群优化技术，设计一个启发式求解算法。
Secondly, game theory is applied to bilevel programming problem for a better illustration and soluntion of the bilevel linear programming problem.
其次，针对二层线性规划问题，将博弈论中非合作的博弈关系应用到二层规划问题中。
A bilevel programming model and heuristic solution algorithm is proposed to model the continuous equilibrium network design problem with elastic demand.
采用双层规划模型描述弹性需求条件下的连续平衡网络设计问题，设计了近似解的启发式算法。
The price control problem-nonlinear quadratic bilevel programming is studied. Based on the properties of its solution set, the fundamental algorithm is proposed.
研究了价格控制问题-非线性二次双级规划，针对其解集的基本性质，提出了求解价格控制问题的基础算法。
And then a simple effective algorithm for the VQBP is proposed based on the relationship between the optimal solutions of the two value-type bilevel programming problems.
然后根据两个双层规划的最优解和最优目标值之间的关系，提出一种简单有效的算法来解决非增值型凸二次双层规划间题。
Furthermore, it gives an optimum condition and a simple algorithm of the special interaction programming by changing it into a special convex quadratic bilevel programming.
并且通过把该交叉规划转化为特殊的凸二次双水平规划，给出这类交叉规划的最优性条件和求解算法。
This paper a bilevel programming problem which assumes that the interaction between suppliers and distributors will be pursued to maximize the objectives and the user needs.
文章将供应商、经销商追求利益最大化目标与用户需求的相互作用表述为一个双层规划问题。
A bilevel programming model and heuristic solution algorithm based on sensitivity analysis is proposed to model the continuous equilibrium network design with elastic demand.
本文采用双层规划模型描述基于弹性需求的连续平衡网络设计问题，设计了基于灵敏度分析法的启发式求解算法，并给出了一个简单的算例。
Secondly, as a generalization of LFBP problem, we study a class of linear fractional-quadratic bilevel programming problem (LFQP), and apply the same idea to solve this kind of problem.
其次，对LFBP问题进行推广，研究一类线性分式-二次双层规划(LFQP)问题，用同样的思想方法对问题进行求解。
With continuous network design problems as the main study subject, it analyzes the structural characteristics of mathematical model of the bilevel programming for continuous network design problems.
以连续网络设计问题为主要研究对象，分析了连续网络设计问题双层规划数学模型的结构特点。
A new bilevel programming model-bilevel stochastic programming model is presented and the genetic algorithms based on Monte Carlo simulation to solve bilevel stochastic programming problem is given.
信用资产组合模型的分布计算是信用计量模型中一个非常重要的主题，对于这个问题一般常用的方法是进行蒙特卡罗随机模拟。
The computed results testify that it is feasible to apply Chaotic Algorithm to solve the bilevel programming problem and the solutions of model are correspondence with the reality traffic situations.
最后，在详细讨论路段能力使用系数、路段能力可靠性和备用能力相互关系之上，论文建立了基于能力可靠性的城市道路交通离散网络设计模型。
Then using the thought of the surrogate dual of DC programming, the surrogate dual of bilevel linear programming and the duality properties are given.
利用DC规划共轭对偶的思想，讨论解型线性双层规划的共轭对偶规划及其对偶性质。
Transform the bilevel stochastic programming model into single-level stochastic programming model under certain confidence, and a corresponding mixed method is designed.
在一定的置信度下，将双层规划模型转化为单层随机规划模型，并设计了相应的混合智能算法。
This paper presents a bilevel multiobjective programming model (BLMOP) in the framework of set-valued optimization.
本文在集值优化的框架下提出了一个二层多目标规划模型(BLMOP)。
As an extension of bilevel linear programming, bilevel linear multi-follower programming has some properties of bilevel linear programming.
多下层双层线性规划作为双层线性规划的一种延伸，具有双层线性规划的一些性质。
The model of bilevel linear programming which upper lever has without constraint is discussed in this paper, the algorithm which can find all vertexes of the programming is given.
讨论的是上层不带约束的二层线性规划模型，给出了求其所有顶点的算法，此算法为进行二层线性规划的灵敏度分析打下了坚实的基础。
In this paper, bilevel linear programming with fuzzy coefficients is studied.
研究具有模糊系数的两层线性规划问题。
The discussion of the relation of bilevel linear programming problem(BLPP) and BBPP is also given.
此外，还讨论了二层线性规划与双目标规划的关系。
The discussion of the relation of bilevel linear programming problem(BLPP) and BBPP is also given.
此外，还讨论了二层线性规划与双目标规划的关系。
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