2 citations · 2 across the 3 of their papers we have counts for
4 papers
Stability of regular shrinkers in the network flow
Jui-En Chang
The singularities of network flow are modeled by self-similarly shrinking solutions called regular shrinkers. In this paper, we study the stability of regular shrinkers. We show th…
Uniqueness of regular shrinkers with 2 closed regions
Jui-En Chang, Yang-Kai Lue
Regular shrinkers describe blow-up limits of a finite-time singularity of the motion by curvature of planar network of curves. This follows from Huisken's monotonicity formula. In…
Self similar solutions to the inverse mean curvature flow in
Jui-En Chang
In this paper, we obtain a complete list of all self-similar solutions of inverse mean curvature flow in .
The Weyl problem with nonnegative Gauss curvature in hyperbolic space
Jui-En Chang, Ling Xiao
In this paper, we discuss the isometric embedding problem in hyperbolic space with nonnegative extrinsic curvature. We prove a priori bounds for the trace of the second fundamental…