On annihilators of harmonic vector fields
On a-points of Entire and Meromorphic Functions
On applicability of the projection method to two-dimensional Toeplitz operators with measurable symbol.
On application of differential subordination for certain subclass of meromorphically -valent functions with positive coefficients defined by linear operator.
On approximation and interpolation of entire functions with index-pair (p,q).
In this paper we have studied the Chebyshev and interpolation errors for functions in C(E), the normed algebra of analytic functions on a compact set E of positive transfinite diameter. The (p,q)-order and generalized (p,q)-type have been characterized in terms of these approximation errors. Finally, we have obtained a saturation theorem for f ∈ C(E) which can be extended to an entire function of (p,q)-order 0 or 1 and for entire functions of minimal generalized (p,q)-type.
On arithmetic Fuchsian groups and their characterizations
This is a small survey paper about connections between the arithmetic and geometric properties in the case of arithmetic Fuchsian groups.
On Asymtotic Values of Meromorphic Functions.
On Automorphic Forms and Hodge Theory.
On Automorphisms of Prime Order of a Riemann Surface as Matrices.
On bang-bang principles in linear-quadratic control problems for generalized analytic functions
On Bazilevich functions.
On Bloch functions and gap series.
On Bloch functions and gap series.
Kennedy obtained sharp estimates of the growth of the Nevanlinna characteristic of the derivative of a function f analytic and with bounded characteristic in the unit disc. Actually, Kennedy's results are sharp even for VMOA functions. It is well known that any BMOA function is a Bloch function and any VMOA function belongs to the little Bloch space. In this paper we study the possibility of extending Kennedy's results to certain classes of Bloch functions. Also, we prove some more general results...
On Bloch functions and normal functions.
On BMO-type characteristics for one class of holomorphic functions in a disk.
On Boolean partial differential equations
On boundary behavior of Cauchy integrals
In this paper, we shall estimate the growth order of the n-th derivative Cauchy integrals at a point in terms of the distance between the point and the boundary of the domain. By using the estimate, we shall generalize Plemelj-Sokthoski theorem. We also consider the boundary behavior of generalized Cauchy integrals on compact bordered Riemann surfaces.
On boundary behaviour of Bergman kernel function for plane domains and their Cartesian products
On boundary cluster sets.
On boundary correspondence under quasiconformal mappings.