S. Hencl

activity

20152026

most citedWeak limit of homeomorphisms in

W^{1, n - 1}

and (INV) condition

14 citations · 19 across the 12 of their papers we have counts for

collaborators

Showing 2021Show all

2 papers · 1 filter

math.CA2021

Sobolev homeomorphic extensions from two to three dimensions

Stanislav Hencl, Aleksis Koski, Jani Onninen

We study the basic question of characterizing which boundary homeomorphisms of the unit sphere can be extended to a Sobolev homeomorphism of the interior in 3D space. While the pla…

math.FA2021★ 14 cited

Weak limit of homeomorphisms in $W^{1, n - 1}$ and (INV) condition

Anna Doležalová, Stanislav Hencl, Jan Malý

Let $Ω, Ω^{'} \subset R^{3}$ be Lipschitz domains, let $f_{m} : Ω \to Ω^{'}$ be a sequence of homeomorphisms with prescribed Dirichlet boundary condition and $\sup_m \int_Ω(|Df_m|^2+1/J^2_…

Sobolev homeomorphic extensions from two to three dimensions

Weak limit of homeomorphisms in W1,n−1 and (INV) condition

Weak limit of homeomorphisms in $W^{1, n - 1}$ and (INV) condition