TL;DR
This paper investigates how hyperbolic type distances grow within starlike domains, providing estimates and analyzing their asymptotic sharpness to deepen understanding of geometric properties.
Contribution
It introduces new estimates for hyperbolic type distances in starlike domains and examines their asymptotic sharpness, advancing geometric analysis in complex domains.
Findings
Derived bounds for hyperbolic distances
Established asymptotic sharpness of estimates
Enhanced understanding of geometric properties in starlike domains
Abstract
We study the growth of hyperbolic type distances in starlike domains. We derive estimates for various hyperbolic type distances and consider the asymptotic sharpness of the estimates.
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