A convergence result of the Lagrangian mean curvature flow
Mu-Tao Wang
math.DGarXiv:math/0508354
Abstract
We prove the mean curvature flow of the graph of a symplectomorphism between Riemann surfaces converges smoothly as time approaches infinity.
Create a lesson
Related papers
Trans-Sasakian space forms
Prachi, Mukut Mani Tripathi
Rigidity and Classification of Manifolds with Maximal Boundary Static Kernels
Hongyi Sheng, Caihong Yi
Riemannian hypermaps to complex space forms
Kiran Meena, Bayram Sahin
Branched Covers and Fiberwise Degeneration along Weak Kähler Geodesics
Wenjiong Guo, Zekun Sheng
Holomorphic sectional curvature and the Calabi operator on Kähler C-spaces
Xiaolong Li, Peter Petersen
Scalar curvature bounds and rigidity of Ricci shrinkers
Jianyu Ou, Guoqiang Wu