2 papers
math.AP2018
Asymptotics for the Ginzburg-Landau equation on manifolds with boundary under homogeneous Neumann condition
Da Rong Cheng
On a compact manifold () with boundary, we study the asymptotic behavior as tends to zero of solutions to the equation $Δu_ε + ε^{-2}(1…
math.DG2015
A compactness result for energy-minimizing harmonic maps with rough domain metric
Da Rong Cheng
In 1996, Shi generalized the epsilon-regularity theorem of Schoen and Uhlenbeck to energy-minimizing harmonic maps from a domain equipped with a bounded measurable Riemannian metri…