南京大学学报(数学半年刊)
南京大學學報(數學半年刊)
남경대학학보(수학반년간)
JOURNAL OF NANJING UNIVERSITY MATHEMATICAL BIQUARTERLY
2004年
1期
27-33
,共7页
赵洪涌%孙建华%王广兰
趙洪湧%孫建華%王廣蘭
조홍용%손건화%왕엄란
指数稳定%非线性泛函微分方程%非负矩阵%微分不等式
指數穩定%非線性汎函微分方程%非負矩陣%微分不等式
지수은정%비선성범함미분방정%비부구진%미분불등식
exponential stability%nonlinear functional differential equations%nonnegative matrices%differential inequality
本文研究了非线性泛函微分方程的指数稳定性.利用非负矩阵性质和微分不等式等技巧给出了指数稳定的充要条件.
本文研究瞭非線性汎函微分方程的指數穩定性.利用非負矩陣性質和微分不等式等技巧給齣瞭指數穩定的充要條件.
본문연구료비선성범함미분방정적지수은정성.이용비부구진성질화미분불등식등기교급출료지수은정적충요조건.
In this paper, we study exponential stability of nonlinear functional differential equations. The sufficient and necessary criteria of exponential stability are giyen by virtue of the properties of nonnegative matrices and differential inequality technique.