关于Blondel-Rupp-Shapiro定理  

On the Blondel-Rupp-Shapiro Theorem

作　　者：裘松良 杨已青 

出　　处：《杭州电子科技大学学报（自然科学版）》1998年第4期1-6,共6页Journal of Hangzhou Dianzi University：Natural Sciences

摘　　要：在文献[1]中，V·D·Blondel、R·Rupp和H·S·Shairo建立了在控制工程设计的稳定最小位相稳定化问题研究中有着直接应用的关于解析函数的一个定理。本文利用Schot-thy定理及其最新结果改进了这一定理。In[ 1 ], V. D. Blondel, R. Rupp and H. S. Shapiro proved a theorem, which is on 0 - points and 1 - points of analytic functions of the unit disk and has clase connection to a control engineering design problem, the so - called stable minimum - phase stabilization problem. In the present Paper, the authors improve this theorem by applying Schottky's theorem and recent results on the linear distortion function.

关 键 词：Blondel-Rupp-Shapiro定理 SCHOTTKY定理 线性偏差函数 控制工程设计 稳定最小位相稳定化问题 

分 类 号：O174[理学—数学]