V. T. Chu

most citedHomogenization error for two scale Maxwell equations

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.NA2017

High dimensional finite elements for multiscale Maxwell wave equations

Van Tiep Chu, Viet Ha Hoang

We develop an essentially optimal numerical method for solving multiscale Maxwell wave equations in a domain $D \subset R^{d}$ . The problems depend on $n + 1$ scales: one macro…

math.AP2017

Homogenization of multiscale Maxwell wave equations

Van Tiep Chu, Viet Ha Hoang

We study homogenization of multiscale Maxwell wave equation that depends on $n$ separable microscopic scales in a domain $D \subset R^{d}$ on a finite time interval $(0, T)$ .…

math.AP2015★ 1 cited

Homogenization error for two scale Maxwell equations

Van Tiep Chu, Viet Ha Hoang

For two scale elliptic equations in a domain $D$ , standard homogenization errors are deduced with the assumption that the solution $u_{0}$ of the homogenized equation belongs to $H^2…