14 citations · 25 across the 5 of their papers we have counts for
7 papers
Weak limit of homeomorphisms in and (INV) condition
Anna Doležalová, Stanislav Hencl, Jan Malý
Let be Lipschitz domains, let be a sequence of homeomorphisms with prescribed Dirichlet boundary condition and $\sup_m \int_Ω(|Df_m|^2+1/J^2_…
On BV homeomorphisms
Luigi D'Onofrio, Jan Malý, Carlo Sbordone +1
We obtain the rectifiability of the graph of a bounded variation homeomorphism in the plane and relations between gradients of and its inverse. Further, we show an example…
AM-modulus and Hausdorff measure of codimension one in metric measure spaces
Vendula Honzlová Exnerová, Jan Malý, Olli Martio
Let be the family of all paths which meet a set in the metric measure space . The set function defines the --modulus measure in where $AM…
On distributional adjugate and derivative of the inverse
Stanislav Hencl, Aapo Kauranen, Jan Malý
Let $Ω\subset\er^3$ be a domain and let $f\colonΩ\to\er^3$ be a bi- homeomorphism. Very recently in \cite{HKL} it was shown that the distributional adjugate of (and thus a…
Plans on measures and AM-modulus
Vendula Honzlová Exnerová, Ondřej F. K. Kalenda, Jan Malý +1
For measuring families of curves, or, more generally, of measures, -modulus is traditionally used. More recent studies use so-called plans on measures. In their fundamental pa…
Approximation by mappings with singular Hessian minors
Zhuomin Liu, Jan Malý, Mohammad Reza Pakzad
Let be a Lipschitz domain. Given and any belonging to the little Hölder class , we construct a sequence in…
An elementary way to introduce a Perron-like integral
Hana Bendová, Jan Malý
We give an alternative definition of integral at the generality of the Perron integral and propose an exposition of the foundations of integral theory starting from this new defini…