On Analytic Self-Mappings of Riemann Surfaces.
On application of differential subordination for certain subclass of meromorphically -valent functions with positive coefficients defined by linear operator.
On Bazilevich functions.
On Bloch functions and normal functions.
On boundary behaviour of Bergman kernel function for plane domains and their Cartesian products
On boundary correspondence under quasiconformal mappings.
On boundary elements of the fourth kind
On boundary homeomorphisms of trans-quasiconformal maps of the disk.
On bounded boundary and bounded radius rotations.
On bounded univalent functions that omit two given values
Let a,b ∈ z: 0<|z|<1 and let S(a,b) be the class of all univalent functions f that map the unit disk into {a,bwith f(0)=0. We study the problem of maximizing |f’(0)| among all f ∈ S(a,b). Using the method of extremal metric we show that there exists a unique extremal function which maps onto a simply connnected domain bounded by the union of the closures of the critical trajectories of a certain quadratic differential. If a<0
On certain analytic univalent functions.
On certain Bazilević functions of order .
On certain classes of analytic functions.
On certain classes of analytic functions
On certain classes of analytic functions
On certain classes of analytic functions defined by means of a linear operator.
On certain classes of close-to-convex functions.
On certain classes of meromorphic functions involving integral operators.
On certain classes of meromorphically starlike functions.
On certain classes of multivalent analytic functions.