Quantitative uniqueness estimates for second order elliptic equations with unbounded drift

Journal
Mathematical Research Letters
Journal Volume
22
Journal Issue
4
Pages
1159-1175
Date Issued
2015
Author(s)
Kenig, Carlos
DOI
URI
Abstract
In this paper we derive quantitative uniqueness estimates at infinity for solutions to an elliptic equation with unbounded drift in the plane. More precisely, let u be a real solution to u + W u = 0 in R 2 , where W is real vector and
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journal article
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