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Johanis, Michal - School of Mathematics, Charles University in Prague
XII. Diferenn rovnice XII. Diferenn rovnice
LOCALLY FLAT BANACH SPACES PETR H AJEK AND MICHAL JOHANIS
APPROXIMATION OF LIPSCHITZ MAPPINGS MICHAL JOHANIS
ISOMORPHIC EMBEDDINGS AND HARMONIC BEHAVIOUR OF SMOOTH OPERATORS PETR H AJEK AND MICHAL JOHANIS
UNIFORMLY G ^ATEAUX SMOOTH APPROXIMATIONS ON c0. / PETR H AJEK AND MICHAL JOHANIS
Psemn zkouska z Matematiky IV pro FSV (B) LS 2010/2011
VIII. Primitivn funkce a Riemannv integrl VIII.2. Primitivn funkce
V. Funkce vce promnnch jako linern a metrick prostor
I.1. Mnoiny Mnoinou rozumme kad shrnut uritch a navzjem rznch objekt do jedinho celku.
CHARACTERISATION OF REFLEXIVITY BY EQUIVALENT RENORMING PETR H AJEK AND MICHAL JOHANIS
Studujme nsledujc posloupnosti: Podvejme se nejprve na jejich monotonii. Posloupnost {cn} je na prvn pohled rostouc. Zkusme-li vyslit prvnch
Matematika III Matematika III Program
ON UNIFORMLY G ^ATEAUX SMOOTH NORMS AND NORMAL STRUCTURE MICHAL JOHANIS AND JAN RYCHT A R
A SIMPLER PROOF OF THE APPROXIMATION BY REAL ANALYTIC LIPSCHITZ FUNCTIONS MICHAL JOHANIS
SMOOTH APPROXIMATIONS PETR H AJEK AND MICHAL JOHANIS
SMOOTH APPROXIMATIONS WITHOUT CRITICAL POINTS PETR H AJEK AND MICHAL JOHANIS
Psemn zkouska z Matematiky IV pro FSV (A) LS 2010/2011
ON PEANO'S THEOREM IN BANACH SPACES PETR H AJEK AND MICHAL JOHANIS
ABSOLUTN HODNOTA A JEJ VZNAM 1. Necht' x; c 2 R, pricemz c > 0. Pak jxj < c, prve kdyz .x < c/ & .x > c/ (zkrcene c < x < c).
A SIMPLER PROOF OF THE APPROXIMATION BY REAL ANALYTIC LIPSCHITZ FUNCTIONS MICHAL JOHANIS
