On Bounded Holomorphic Interpolation in Several Variables.
On Clifford-type structures [Book]
On Polynomials and Exponential Polynomials in Several Complex Variables.
On superposition of quasianalytic functions
On the Behavior of Holomorphic Functions Near Maximum Modulus Sets.
On the Bohr radius for two classes of holomorphic functions.
On the Extreme Points of a Subclass of Holomorphic Functions with Positive Real Part.
On the Phragmén-Lindelöf principle for a polyangle
On the Rogosinski radius for holomorphic mappings and some of its applications
The well known theorem of Rogosinski asserts that if the modulus of the sum of a power series is less than 1 in the open unit disk: , |z| < 1, then all its partial sums are less than 1 in the disk of radius 1/2: , |z| < 1/2, and this radius is sharp. We present a generalization of this theorem to holomorphic mappings of the open unit ball into an arbitrary convex domain. Other multidimensional analogs of Rogosinski’s theorem as well as some applications to dynamical systems are considered....
On the Size of Balls Covered by Analytic Transformations.
Outer ideals and division in