4 citations · 5 across the 8 of their papers we have counts for
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math.AP2019★ 4 cited
Effective fronts of polytope shapes
Wenjia Jing, Hung Vinh Tran, Yifeng Yu
We study the periodic homogenization of first order front propagations. Based on PDE methods, we provide a simple proof that for , the class of centrally symmetric polyto…
math.AP2019
Generalized ergodic problems: existence and uniqueness structures of solutions
Wenjia Jing, Hiroyoshi Mitake, Hung V. Tran
We study a generalized ergodic problem (E), which is a Hamilton-Jacobi equation of contact type, in the flat -dimensional torus. We first obtain existence of solutions to this p…
math.AP2019
A unified homogenization approach for the Dirichlet problem in Perforated Domains
Wenjia Jing
We revisit the periodic homogenization of Dirichlet problems for the Laplace operator in perforated domains, and establish a unified proof that works for different regimes of hole-…