Tu Nguyen
Abstract:
We study lower bounds at infinity for solutions to
$$
|Pu|\leq M|x|^{-\delta_1}|\nabla u|+M|x|^{-\delta_{0}}|u|
$$
where \(P\) is a second order elliptic operator. Our results are of quantitative
nature and generalize those obtained in [3,6].
Submitted September 4, 2023. Published October 16, 2023.
Math Subject Classifications: 35J15, 35A02.
Key Words: Carleman estimates; strong unique continuation.
DOI: 10.58997/ejde.2023.69
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Tu Nguyen Department of Mathematics International University Vietnam National University Ho Chi Minh City, Vietnam email: natu@hcmiu.edu.vn |
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