College of Science
University of Shanghai for Science and Technology
Shanghai, China
email: lilinlin@usst.edu.cn
College of Science
University of Shanghai for Science and Technology
Shanghai, China
email: imchenz@163.com
Linlin Li, Zhuo Chen
Abstract:
This article concerns the asymptotic behavior of solutions for
time-periodic reaction-diffusion equations with a drift term in one
dimensional space. Assuming that drift term is decaying,
we analyze the effect of the decaying rate of the drift term on
the propagation speed of solutions. Also we show some
applications of our results in high-dimensional domains.
Submitted January 6, 2024. Published November 11, 2024.
Math Subject Classifications: 35B09, 35B40, 35E15, 35K15, 35K57.
Key Words: Reaction-diffusion equation; asymptotic behavior; propagation speed.
DOI: 10.58997/ejde.2024.69
Show me the PDF file (336 KB), TEX file for this article.
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Linlin Li College of Science University of Shanghai for Science and Technology Shanghai, China email: lilinlin@usst.edu.cn |
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Zhuo Chen College of Science University of Shanghai for Science and Technology Shanghai, China email: imchenz@163.com |
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