李普希茨

一类李普希茨广义系统观测器的设计

Observer for a Class of Descriptor System with Lipschitz Constraint

作为一类特殊的非线性系统，李普希茨非线性系统的研究很好的推动了非线性系统理论的发展，也极大的丰富了控制理论的研究内容。

As a special class of nonlinear systems , the research of Lipschitz nonlinear systems gives an impetus to nonlinear control , and these discussions enrich the research of control theory .

Hilbert空间内单调的李普希茨算子的一种逼近方法

An Approximation Method for Monotone Lipschitzian Operators in Hilbert Spaces

同时，将非对称矩阵的特征值优化问题转换为对称矩阵的半定规划问题，克服了灵敏度算法中由于谱横坐标函数的非李普希茨特性引起的迭代振荡问题。

Furthermore , by transforming the eigenvalue optimization of a nonsymmetric matrix to SDP model over a symmetric matrix , the oscillation of the iterations of sensitivity-based algorithm because of the non-Lipschitz of spectral abscissa will not be suffered . 2 .