Additional regularity for Lipschitz solutions of PDE.
Nederivovatelné funkce
Approximate derivatives and Baire classes
Professor Ladislav Mišík sexagenarian
Limits of approximately continuous functions
On the first derivative of real functions (Preliminary communication)
Limits of derivatives (Preliminary communication)
Completely additive disjoint system of Baire sets is of bounded class
Gaussian measures and covering theorems
Gaussian measures and the density theorem
Bemerkung zu einem Problem von V. Jarník
Charakterizace funkcí majících až na spočetnou množinu derivaci zprava rovnou nule
A note on symmetrically continuous functions
Poznámka k jednomu problému K. Kartáka
Docent Ladislav Mišík šedesátiletý
Besicovitch-type properties of measures and submanifolds.
Positivity principle for more concentrated measures.
Mezinárodní matematická soutěž ISTAM ´85
A new proof of Fréchet differentiability of Lipschitz functions
We give a relatively simple (self-contained) proof that every real-valued Lipschitz function on (or more generally on an Asplund space) has points of Fréchet differentiability. Somewhat more generally, we show that a real-valued Lipschitz function on a separable Banach space has points of Fréchet differentiability provided that the closure of the set of its points of Gâteaux differentiability is norm separable.
A weakly pseudocompact subspace of Banach space is weakly compact
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