1) Value-type bilevel linear-quadraticprogramming
值型线性-凸二次双层规划
2) value-type bilevel convex programming
值型凸二次双层规划
1.
This paper first gives a kind of value-type bilevel convex programming (VBCP) with only linear constraints in its low-level, then we show that this kind of VBCP can be write as a non-increased VBCP, last the Johri s general dual of this kind of VBCP and the duality property is given.
本文首先给出一类特殊的值型凸二次双层规划-其下层子规划只含有线性约束(简记为 VBCP);然后证明了一般形式的VBCP可以等价变换为非增值型凸二次双层规划的形式;最后给出该类双层规划VBCP的Johri对偶规划及其对偶性质。
3) quadratic-linear bilevel programming
凸二次-线性双层规划
1.
The quadratic-linear bilevel programming problem in general form is dealt with in this paper.
研究具有一般形式的凸二次-线性双层规划问题。
4) Bilevel Bilinear Programming
值型双线性双层规划
5) linear-quadratic bilevel programming
线性-二次双层规划
6) value-type bilevel linear programming
值型线性双层规划
1.
Conjugate duality and optimal properties of value-type bilevel linear programming problem;
值型线性双层规划的共轭对偶及最优性条件
补充资料：输出反馈(见线性二次型次优控制)
输出反馈(见线性二次型次优控制)
output feedback
3h日c卜口fon以以{输出反馈型次优控制。(output王eedbaek)见线性二次
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条