Cong Yao

activity

20192026

most citedThe

L^{p}

Teichmüller theory: Existence and regularity of critical points

3 citations · 4 across the 10 of their papers we have counts for

collaborators

Showing 2020Show all

2 papers · 1 filter

math.CV2020

Higher regularity and uniqueness for inner variational equations

Gaven Martin, Cong Yao

We study local minima of the $p$ -conformal energy functionals, \[ \mathsf{E}_{\cal A}^\ast(h):=\int_\ID {\cal A}(\IK(w,h)) \;J(w,h) \; dw,\quad h|_\IS=h_0|_\IS, \] defined for self…

math.CV2020★ 3 cited

The $L^{p}$ Teichmüller theory: Existence and regularity of critical points

Gaven Martin, Cong Yao

We study minimisers of the $p$ -conformal energy functionals, \[ \mathsf{E}_p(f):=\int_\ID \IK^p(z,f)\,dz,\quad f|_\IS=f_0|_\IS, \] defined for self mappings $f:\ID\to\ID$ with fini…

Higher regularity and uniqueness for inner variational equations

The Lp Teichmüller theory: Existence and regularity of critical points

The $L^{p}$ Teichmüller theory: Existence and regularity of critical points