# Weak limit of homeomorphisms in $W^{1,n-1}$ and (INV) condition – Stanislav Hencl (Charles University Prague)

#### Venue

Sala Seminari (Dip. Matematica).

#### Abstract

Let $\Omega,\Omega’\subset R^3$ be Lipschitz domains, let $f_m:\Omega\to\Omega’$ be a sequence of homeomorphisms with prescribed Dirichlet boundary condition and \$\sup_m \int_{\Omega}(|Df_m|^2+1/J^2_{f_m})

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