On some analytic functions defined by a multiplier transformation.
On some applications of harmonic measure in the geometric theory of analytic functions
On some applications of the Clunie method
On some boundary-value problems for functions with values in Clifford algebra
On some characterizations of quasiregularity
On some classes of analytic functions.
On some classes of analytic functions.
On some classes of holomorphic vector functions
On some combinatorial relations for Tornheim's double series
On some conditions for -starlikeness.
On Some Correspondence between Holomorphic Functions in the Unit Disc and Holomorphic Functions in the Left Halfplane
We study a correspondence L between some classes of functions holomorphic in the unit disc and functions holomorphic in the left halfplane. This correspondence is such that for every f and w ∈ ℍ, exp(L(f)(w)) = f(expw). In particular, we prove that the famous class S of univalent functions on the unit disc is homeomorphic via L to the class S(ℍ) of all univalent functions g on ℍ for which g(w+2πi) = g(w) + 2πi and .
On some extremal problems in classes of holomorphic functions
On some extremal problems in classes of holomorphic functions , , , at additional condition
On some extremal problems in special classes of holomorphic functions at certain additional conditions
On some generalizations of the Malmquist theorem.
On some integral operators for certain classes of -valent functions.
On some majorization of derivatives in the class S*(γ)
We give a generalization of some result of J. Janowski and J. Stankiewicz [2].
On some -starlike integral operators
On some new properties of the spherical curvature of stereographically projected analytic curves.
On some new sharp embedding theorems in minimal and pseudoconvex domains
We present new sharp embedding theorems for mixed-norm analytic spaces in pseudoconvex domains with smooth boundary. New related sharp results in minimal bounded homogeneous domains in higher dimension are also provided. Last domains we consider are domains which are direct generalizations of the well-studied so-called bounded symmetric domains in Our results were known before only in the very particular case of domains of such type in the unit ball. As in the unit ball case, all our proofs are...