A remark on imbedding theorems for Sobolev weight spaces: The case of a domain with hölderian boundary.
O Hardyho nerovnosti
Imbedding theorems for general Sobolev weight spaces
Higher order Hardy inequalities.
Lösungen des Dirichletschen Problems für elliptische Differentialgleichungen in Räumen mit Belegungsfunktionen
Book reviews. Proceedings of the Equadiff III
Einige Eigenschaften der Sobolevschen Räume mit Belegungsfunktion
Über Sobolevsche Räume mit Belegungsfunktion und das Dirichletsche Problem (Vorläufige Mitteilung)
О зависимости решения задачи Дирихле от изменения области определения
A note on a two-weighted Sobolev inequality
O Schauderových bázích a jejich aplikacích
In memoriam of Jan Kadlec
On the solution of the mixed problem (Preliminary communication)
How to define reasonably weighted Sobolev spaces
Solvability of degenerate elliptic boundary value problems: another approach
Using a Hardy-type inequality, the authors weaken certain assumptions from the paper [1] and derive existence results for equations with a stronger degeneration.
Linear elliptic boundary value problems and weighted Sobolev spaces: a modified approach
On overdetermined Hardy inequalities
Necessary and sufficient condition on the weights will be derived under which a -th order Hardy inequality holds on classes of functions satisfying more than “boundary” conditions.
The Dirichlet problem and weighted spaces. II.
Boundary value problems for nonlinear partial differential equations in anisotropic Sobolev spaces
In memoriam Jana Kadlece
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