On a functional equation of Aczél and Chung.
On an Invariant Borel Measure in Hilbert Space
An example of a nonzero σ-finite Borel measure μ with everywhere dense linear manifold of admissible (in the sense of invariance) translation vectors is constructed in the Hilbert space ℓ₂ such that μ and any shift of μ by a vector are neither equivalent nor orthogonal. This extends a result established in [7].
On approximation of copulas.
On Atoms of Measures on Product Spaces.
On concentration of self-bounding functions.
On Fubini theorem for general Perron integral
On integration in Banach spaces, IV
On integration in Banach spaces, V
On Kakutani's Dichotomy Theorem for Infinitive Products of not Necessarily Independent Functions.
On Ordinary and Standard Lebesgue Measures on
New concepts of Lebesgue measure on are proposed and some of their realizations in the ZFC theory are given. Also, it is shown that Baker’s both measures [1], [2], Mankiewicz and Preiss-Tišer generators [6] and the measure of [4] are not α-standard Lebesgue measures on for α = (1,1,...).
On Riemann Sums and Lebesgue Integrals.
On Sierpiński's nonmeasurable set
On the lattice group valued measures
On the Measurability of Functions of Two Variables
On the measurability of real functions defined on product-spaces
On the product of operator valued measures
On uniformly regular measures
On Vector Measures in Cartesian Products
Order Conditioned Indepencence of Real Random Variables.