Estimates of the product of inner radii of four mutually non-overlapping domains
O.K. Bakhtin, Y.V. Zabolotnii
TL;DR
This paper explores a hypothesis by V.M. Dubinin regarding non-overlapping domains in the complex plane, providing a partial solution to the problem of estimating the product of their inner radii.
Contribution
It offers a partial solution to Dubinin's hypothesis, advancing understanding of geometric properties of non-overlapping domains.
Findings
Partial solution to Dubinin's hypothesis
Estimates for the product of inner radii
Progress in geometric function theory
Abstract
In this paper, well-known hypothesis of V.M. Dubinin about non-overlapping domains on the complex plane is considered. A partial solution of the problem was found.
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Taxonomy
TopicsDifferential Equations and Boundary Problems · Analytic and geometric function theory · Algebraic and Geometric Analysis