本文给出了半无限二次规划和它的对偶规划之间没有间隙的条件。
The conditions under which there is no duality gap between the semi-infinite quadratic programming and its dual programming are given.
为了克服这些困难，提出了一种基于序列二次近似算法精确的对偶映射。
In order to overcome the difficulties, a sequential quadratic approximate algorithm is proposed based on exact dual mapping.
本文主要研究了具有不确定参数的线性二次型高斯问题(LQG)的对偶自适应控制问题。
This thesis discusses the dual adaptive control in Linear Quadratic Gaussian (LQG) with uncertainty parameters problem.
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