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1)  Grey bilevel linear programming
灰色二层线性规划
2)  grey linear programming
灰色线性规划
1.
Research on Optimization of Land Use Structure Based on Grey Linear Programming;
基于灰色线性规划的土地利用结构优化研究
2.
Maximum and minimum pumpage and optimum operation of water supply area in Baodian mine area in different periods and in different conditions are studied by grey linear programming.
用灰色线性规划研究鲍店矿区水源地当前和未来不同时期不同情况下的最大开采量、至少开采量及其相应的最优运行方案。
3.
his paper,based on the goal of effectively controlling agricultural pollution while developing agriculture, synthesizes the factors of environment, economy & society and builds up Grey Linear Programming model of agricultural structure regulation.
基于在发展农业的同时有效地控制农业环境污染的目的，综合环境、经济和社会等方面的因素，建立了浦东新区农业结构优化调整的灰色线性规划模型。
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3)  grey nonlinear programming
灰色非线性规划
1.
The problem of grey nonlinear programming is a kind of important problem.
本文针对一般灰色非线性规划问题 ,给出了一种基于随机模拟的遗传算法求解方法 。
4)  Grey Decentralized Bi-level drift-type linear programming
灰色离散双层漂移型线性规划
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5)  bilevel linear programming
二层线性规划
1.
A globally convergent algorithm for solving bilevel linear programming;
二层线性规划问题的全局收敛算法
2.
An adaptive genetic algorithm is proposed for solving the bilevel linear programming problem to overcome the difficulty of determining the probabilities of crossover and mutation.
提出了一种自适应遗传算法来求解二层线性规划问题。
3.
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。
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6)  linear bilevel programming
线性二层规划
1.
A discussion on the two kinds of definitions of linear bilevel programming solution
两种线性二层规划最优解定义的探讨
2.
A simple but wonderful algorithm for solving the linear bilevel programming by revising the iterative points and using the Frank-Wolf method in nonlinear programming is proposed.
利用迭代点校正方法,将非线性规划中的F rank-W o lf方法应用于线性二层规划问题,从而提出了一种求解线性二层规划的简单算法,同时给出了算法的收敛性。
3.
In reference [2], Shi Chenggen gave a new definition of linear bilevel programming (BLP) solution, and drawn the conclusions that the new definition could solve a wider class of problems, and if the constraint region of a linear BLP is nonempty and compact, then there exists a Pareto optimal solution for the linear BLP problem.
文献[2]提出了二层规划解的新定义,同时指出新定义能够解决更广泛的线性二层规划问题,并且如果线性二层规划的约束域为非空紧集,那么线性二层规划问题就存在Pareto最优解。
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补充资料：灰色
①像木柴灰的颜色。②比喻颓废和失望：～的作品 ㄧ～的心情。③比喻态度暧昧。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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