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On holomorphic motions of n-symmetric functionsWe generalize a problem examined by Duren on the univalence of a family of n-symmetric functions
Classes of Finite Solutions to the Inverse Problem of the Logarithmic Potential of the logarithmic potential in the form of a logarithmic function of a ratio of polynomials of the same degree. We
Some questions on the univalence of functions of the class ΣIn this paper we give an example of two convex functions in | ζ| > 1 whose arithmetic mean
Estimates for integral means of hyperbolically convex functions functions in the disk behave like O(log-2(n)/n) as n → ∞ assuming that the image of the unit disk under
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
Becker type univalence conditions for harmonic mappings© 2016, Allerton Press, Inc.We obtain Becker type univalence conditions for locally univalent
On a powered Bohr inequality the powered Bohr radius ρ p , p ∈ (1, 2), of analytic functions f(z) =Σ k=0∞ a k z k defined on the unit disk
Conformal mappings of circular domains on finitely-connected non-smirnov type domains-Smirnov type domains. By means of the functions in the Zygmund class, we obtain the conditions for the global
Integral estimates for derivatives of univalent functionsIntegral estimates for derivatives of univalent functions
On holomorphic motions of n-symmetric functionsWe generalize a problem examined by Duren on the univalence of a family of n-symmetric functions
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