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On a problem of Polya and Szegö in the plane, where the Riemann mapping function f satisfies the well-known Nehari univalence criterion. Our
ОБ ИНЪЕКТИВНОСТИ ПОЛИГАРМОНИЧЕСКИХ
И ПОЛИАНАЛИТИЧЕСКИХ ФУНКЦИЙIn the paper we present new univalence criteria for polyharmonic and polyanalytic functions.
On locally invertible harmonic mappings of plane domains© 2017, Pleiades Publishing, Ltd.We prove several global univalence theorems for locally invertible
Univalence of Some Integral Operators Involving Rabotnov Fractional Exponential Function exponential functions R ; (z). Furthermore, we shall find sufficient conditions for these integral
operators
Conformal radius: At the interface of traditions role in the forming the Gakhov class of all holomorphic and locally univalent functions in the unit
Width of the Gakhov class over the Dirichlet space is equal to 2© 2016, Pleiades Publishing, Ltd.Gakhov class G is formed by the holomorphic and locally univalent
Geometrical and extremal problems of the theory of univalent functions: thesis abstract on competition of a scientific degree of candidate physico-mathematical sciences: 01.01.01 – real, complex and functional analysisGeometrical and extremal problems of the theory of univalent functions: thesis abstract
Integral estimates for derivatives of univalent functionsIntegral estimates for derivatives of univalent functions
Conformal radius: At the interface of traditions role in the forming the Gakhov class of all holomorphic and locally univalent functions in the unit
О ГИПЕРБОЛИЧЕСКОМ ПОРЯДКЕ ВЫПУКЛОСТИ
КОНФОРМНЫХ ОТОБРАЖЕНИЙThe hyperbolic order of convexity of locally univalent planar functions is defined. The regularity
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