- 6635 South Hall
- Differential Geometry Seminar
Refined boundary expansions of minimal surfaces in the hyperbolic space
The minimal surface equation in the hyperbolic space is given by a quasilinear elliptic equation, which is non-uniformly elliptic and becomes singular on the boundary. In this talk, we discuss a recent result of the optimal boundary expansions of minimal surfaces in the context of the finite regularity.