O funkcích prostých
Obtainment of the norm in Bergman spaces.
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.
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 extremal quasi-conformal mappings
On a class of family of Bazilevic functions.
On a class of functions unifying the classes of Paatero, Robertson and others.
On a class of functions whose derivatives map the unit disc into a half plane.
On a class of higher order methods for simultaneous rootfinding of generalized polynomials.
On a class of holomorphic functions defined by the Ruscheweyh derivative.
On a class of meromorphic -valent starlike functions involving certain linear operators.
On a class of -starlike functions associated with some hyperbola.
On a class of -valent analytic functions defined by Ruscheweyh derivative.
On a class of p-valent analytic functions