Qualitative theory for strongly damped wave equations

Azevedo Joelma; Cuevas Claudio; Soto Herme

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Qualitative theory for strongly damped wave equations

机译：强湿波方程的定性理论

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> We investigate the asymptotic periodicity, L p ‐boundedness, classical (resp., strong) solutions, and the topological structure of solutions set of strongly damped semilinear wave equations. The theoretical results are well complemented with a set of very illustrating applications.

机译： >我们调查渐近周期性， l p - 受典型（RESP。，强）解决方案，以及溶液拓扑结构的强阻尼半线性波浪方程。理论结果很好地补充了一组非常说明的应用。

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来源
《Mathematical Methods in the Applied Sciences》 |2017年第18期|共32页
作者
Azevedo Joelma; Cuevas Claudio; Soto Herme;
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作者单位

Department of MathematicsFederal University of PernambucoRecife‐PE 50540‐740 CEP Brazil;

Department of MathematicsFederal University of PernambucoRecife‐PE 50540‐740 CEP Brazil;

Department of Mathematics and StatisticsUniversity of La FronteraCasilla 54‐D Temuco Chile;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
asymptotic behavior; boundedness; classical solutions; damped wave equations; strong solutions; topological structure of solutions set;

机译：渐近行为;有界;经典解决方案;阻尼波动方程;强溶液;解决方案的拓扑结构;

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Qualitative theory for strongly damped wave equations

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