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On the asymptotic behavior of the solutions of a class of semi-linear evolution equations

机译：一类半线性发展方程解的渐近性质

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This paper is concerned with the stability of the solutions of a class of semi-linear evolution equations. The main result is the extension (to the semi-linear case) of a classic theorem of Datko and Pazy.

机译：本文关注一类半线性发展方程解的稳定性。主要结果是经典定理Datko和Pazy的扩展（到半线性情况）。

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来源
《Recent advances in applied mathematics》|2010年|p.386-389|共4页
会议地点 Cambridge MA(US);Cambridge MA(US)
作者
CIPRIAN PREDA; BOGDAN DIMA; MARILEN PIRTEA;
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作者单位

West University of TimisoararnBd. V. Parvan, Timisoara 300223rnROMANIA;

West University of TimisoararnBd. V. Parvan, Timisoara 300223rnROMANIA;

West University of TimisoararnBd. V. Parvan, Timisoara 300223rnROMANIA;

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会议组织
原文格式 PDF
正文语种 eng
中图分类应用数学;
关键词
(nonlinear) evolution family; uniform exponential stability; Datko-Pazy theorem;

机译：（非线性）进化族；均匀的指数稳定性； Datko-Pazy定理;
入库时间 2022-08-26 14:22:02

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3. EXACT ASYMPTOTIC BEHAVIOR OF SINGULAR POSITIVE SOLUTIONS OF FRACTIONAL SEMI-LINEAR ELLIPTIC EQUATIONS [J] . Yang Hui, Zou Wenming Proceedings of the American Mathematical Society . 2019,第7期

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On the asymptotic behavior of the solutions of a class of semi-linear evolution equations

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