講 者：林景隆教授

國立成功大學數學系系主任

講題: Quantitative estimates for the Lam\'e system with rough coefficients 

演講摘要:

In this paper we study the local behavior of a solution to the  Lam\'e system when the Lam\'e coefficients $\lambda$      and $\mu$ satisfythat $\mu$ is Lipschitz and  $\lambda$ is essentially bounded in dimension $n\ge 2$.

One of the main results is the \emph{local} doubling inequality for the solution of the Lam\'e system.

This is a quantitative  estimate of the strong unique continuation property.

Our proof relies on Carleman estimates with carefully chosen weights.

時間：107年6月4日(一) 下午14:00~16:00

地點：致理大樓 MA803 教室