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Quasisolution of the inverse 3D aerohydrodynamics problemAnalytic function
On the Bohr inequality with a fixed zero coefficient for a quasisubordination family of functions, and establish the classical Bohr's inequality
Analog of theWeierstrass Theorem and the Blaschke Product for A(z)-analytic FunctionsWe consider A(z)-analytic functions in the case when A(z) is an antiholomorpic function.
For A(z)-analytic
Inverse boundary-value problems of cauchy type for harmonic functions)) in the Cauchy statement for an analytic function and an unknown curve Γ. We obtain criteria for Γ to be the unit
Bohr's inequalities for the analytic functions with lacunary series and harmonic functions for odd analytic functions, solved by the authors in [17]. We consider a more flexible approach
Two sufficient conditions for the univalence of analytic functions of functions analytic in |ζ|<-1 and mapping |ζ|=1 onto a contour with two zero angles. We give an application
On 3-d strains in a thin coat of a plane domainThree-dimensional strains in a thin coat of a plane domain was investigated. The problem
Local Analytic Classification for Quasi-linear Implicit Differential Systems at Transversal Singular Points space. The elements of the matrix A are real analytic functions, as well as the components of the vector
Morera’s Theorem and Functional Series in the Class of A-analytic FunctionsThe aim of this paper is to investigate A-analytic functions in a special case when the function A
Sharp estimates for integral means for three classes of domains of a convex curve, with F'(\infty)=\nomathbreak 1. For p=\nomathbreak 1, this result is due to Pólya
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