This mini-course provides an introduction to quantitative homogenization of second-order elliptic equations and systems with rapidly oscillating periodic coefficients. The list of topics to be covered includes classical homogenization theorems, compactness, interior Lipschitz estimates, boundary Lipschitz estimates with Dirichlet or Neumann conditions, homogenization of Green and Neumann functions, and rates of convergence.

 

Schedule

10:30 – 12:00, every day from Mar. 23 to Mar. 27, in total 5 talks