O analytických vlastnostech homeomorfních zobrazení v rovině [Výtah z přednášky Kazimierze Kuratowského]
O funkcích prostých
O třináctém Hilbertově problému
O výsledcích sovětských matematiků v teorii stejnoměrných aproximací v komplexním oboru
O významu čísla v theorii mocninných řad
Ob odnoj interpolacionnoj zadače v klasse funkcij H^{p} v poluploskosti
Obtainment of the norm in Bergman spaces.
Oka-analyticity of the essential spectrum
Old and new order of linear invariant family of harmonic mappings and the bound for Jacobian
The relation between the Jacobian and the orders of a linear invariant family of locally univalent harmonic mapping in the plane is studied. The new order (called the strong order) of a linear invariant family is defined and the relations between order and strong order are established.
Omnipresent holomorphic operators and maximal cluster sets
On 4-dimensional locally conformally flat almost Kähler manifolds
Using the fundamental notions of the quaternionic analysis we show that there are no 4-dimensional almost Kähler manifolds which are locally conformally flat with a metric of a special form.
On a certain class of harmonic multivalent functions.
On a certain class of -valent functions with negative coefficients.
On a certain functional equation in the algebra of polynomials with complex coefficients.
On a certain subclass of analytic functions involving the Al-Oboudi differential operator.
On a certain subclass of meromorphic univalent functions with fixed second positive.
On a certain subclass of starlike functions with negative coefficients.
On a class of analytic functions generated by fractional integral operator
In this note, we improve the idea of the Tsallis entropy in a complex domain. This improvement is contingent on the fractional operator in a complex domain (type Alexander). We clarify some new classes of analytic functions, which are planned in view of the geometry function theory. This category of entropy is called fractional entropy; accordingly, we demand them fractional entropic geometry classes. Other geometric properties are established in the sequel. Our exhibition is supported by the Maxwell...
On a class of complex functional equations.
On a class of composition operators on Bergman space.