An iterative algorithm for Dirichlet problem with random conductance

Speaker:Gu Chenlin

Time: 3:30PM, 2021-06-15

Online Seminar: Sir Run Run Shaw Business Administration Building （fourth floor ）

 The Dirichlet problem with oscillating coefficients requires a lot of calculation resources in general. We present a new algorithm invented by S. Armstrong, A. Hannukainen, T. Kuusi, J.-C. Mourrat to solve this problem quickly in the context of random conductance. This result makes use of the quantitative homogenization theory and the algorithm can also be generalized to the percolation cluster setting.

Contact Person: Su Zhonggen（suzhonggen@zju.edu.cn,Tel：0571-87953676  ）