Alternative definitions of -density topology
Are most measurable functions one-to-one?
Bemerkungen über den Du Bois-Reymond'schen Mittelwerthsatz
Calcul d'Ito sans probabilités
Die Iteration als Fundamentalprocess mathematischer Operationen.
Distributional derivatives of functions of two variables of finite variation and their application to an impulsive hyperbolic equation
We give characterizations of the distributional derivatives , , of functions of two variables of locally finite variation. Then we use these results to prove the existence theorem for the hyperbolic equation with a nonhomogeneous term containing the distributional derivative determined by an additive function of an interval of finite variation. An application of the above theorem to a hyperbolic equation with an impulse effect is also given.
Filippov's operation and some attributes
Herglotzův trik a rozklad kotangenty na parciální zlomky
Hurewicz properties, non distinguishing convergence properties and sequence selection properties
Hurewicz scheme
Local and global -cone porosity
Mean value theorems for divided differences and approximate Peano derivatives
Several mean value theorems for higher order divided differences and approximate Peano derivatives are proved.
Nouvelles applications des fractions continues
Obecná poučka o funkcích
On functions behaving like additive functions.
On metric projections and distance functions in Banach spaces
On th order differential equations over Hardy fields
On some properties of functions relative to the classes of certain factor spaces
On vector functions of bounded convexity
Let be a normed linear space. We investigate properties of vector functions of bounded convexity. In particular, we prove that such functions coincide with the delta-convex mappings admitting a Lipschitz control function, and that convexity is equal to the variation of on . As an application, we give a simple alternative proof of an unpublished result of the first author, containing an estimate of convexity of a composed mapping.
Pointwise limits of subsequences and -sets