Jingwen Chen

collaborators

3 papers

math.DG2026

Closed mean curvature flows with prescribed tangent flows

Jingwen Chen, Tang-Kai Lee, Ao Sun +1

Given an embedded shrinker $I^£$ in $R^{n + 1}$ that is either closed, asymptotically conical, or a Cartesian product of such a shrinker with $R^{k}$ , we construct a c…

math.DG2025

Mean curvature flow with multiplicity 2 convergence in $R^{3}$

Jingwen Chen, Ao Sun

We construct a new example of an immortal mean curvature flow of smooth embedded connected surfaces in $R^{3}$ , which converges to a plane with multiplicity $2$ as time appro…

math.DG2025

Mean curvature flow with multiplicity $2$ convergence in closed manifolds

Jingwen Chen, Ao Sun

We construct new examples of immortal mean curvature flow of smooth embedded connected hypersurfaces in closed manifolds, which converge to minimal hypersurfaces with multiplicity…

Closed mean curvature flows with prescribed tangent flows

Mean curvature flow with multiplicity 2 convergence in R3

Mean curvature flow with multiplicity 2 convergence in closed manifolds

Mean curvature flow with multiplicity 2 convergence in $R^{3}$

Mean curvature flow with multiplicity $2$ convergence in closed manifolds