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Liang Song--Recent Progress on Neumann Problems in Homogenization of Systems of Elasticity
发布人:管理员LIU  发布时间:2017-08-06   浏览次数:522


Abstract: This talk concerns with a family of elliptic systems of linear elasticity with rapidly oscillating periodic coefficients, arising in the theory of homogenization. We establish uniform optimal regularity estimates for solutions of Neumann problems in a bounded Lipschitz domain with $L^2$ boundary data. The proof relies on a boundary Korn inequality for solutions of systems of linear elasticity, a large-scale Rellich estimate obtained by Shen and some techniques of harmonic analysis. This is a joint work with Jun Geng and Zhongwei Shen.


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