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。
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。
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。
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 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。
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。
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。
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。
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。
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