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ROBUST ABSOLUTE STABILITY FOR INTERVAL YACUBOVICH TYPE CONTROL-SYSTEM

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成果类型:
期刊论文
作者:
LIAO, XX*
通讯作者:
LIAO, XX
作者机构:
Department of Mathematics
Huazhong Normal University
Wuhan 430070
PRC
通讯机构:
[LIAO, XX] H
HUAZHONG NORMAL UNIV,DEPT MATH,WUHAN 430070,PEOPLES R CHINA.
语种:
英文
关键词:
control;system;PARTIAL;VARIABLE;INTERVAL;matrix;ROBUST;ABSOLUTE;stability;CONTROL SYSTEM;PARTIAL VARIABLE;INTERVAL MATRIX;ROBUST ABSOLUTE STABILITY
关键词(中文):
刀比;动产
期刊:
科学通报(英文版)
ISSN:
2095-9273
年:
1991
卷:
36
期:
21
页码:
1769-1773
基金类别:
Project supported by the National Natural Science Foundation of China;
机构署名:
本校为第一且通讯机构
院系归属:
数学与统计学学院
摘要:
Definition 1. If (?)A∈AI, the zero solution of(1.2 )is absolutely stable, then we say the interval system (1.1)is Robust absolutely stable, which is denoted by (1.1)∈RAS. Definition 2. If (?)A∈AI, the zero solution of (1.2) is absolutely stable for partial variables xj0, …, xn+1, then we call the interval system (1.1)Robust absolutely stable for partial variables xj0, …, xn+1, which is denoted by (1.1)∈RAS (j0→n+1).
摘要(中文):
Definition 1. If (?)A∈AI, the zero solution of(1.2 )is absolutely stable, then we say the interval system (1.1)is Robust absolutely stable, which is denoted by (1.1)∈RAS. Definition 2. If (?)A∈AI, the zero solution of (1.2) is absolutely stable for partial variables xj0, …, xn+1, then we call the interval system (1.1)Robust absolutely stable for partial variables xj0, …, xn+1, which is denoted by (1.1...

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