Quantitative uniqueness estimate of strong unique continuation property for the Maxwell system with anisotropic media
Date Issued
2012
Date
2012
Author(s)
Sun, Yu-Pei
Abstract
In this article we consider the local behavior of a non-trivial solution for the time-harmonic Maxwell system with anisotropic media. The main result of this article is the bound on the vanishing order of the solution of the Maxwell system, which is a quantitative estimate of the strong unique continuation property (SUCP). And the most important tool is Carleman estimates. Our strategy in the proof is to derive doubling inequality through three-balls inequality.
Subjects
Carleman estimate
Maxwell system
anisotropic media
strong unique continuation
Type
thesis
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