Estimates of invariant distances on "convex" domains
Nikolai Nikolov

TL;DR
This paper provides estimates for invariant distances within convex, convexifiable, and planar domains, enhancing understanding of geometric properties relevant to complex analysis.
Contribution
It introduces new estimates for invariant distances on convex and convexifiable domains, expanding previous theoretical frameworks.
Findings
Derived bounds for invariant distances in convex domains
Extended estimates to convexifiable and planar domains
Improved understanding of geometric invariants in complex analysis
Abstract
Estimates for invariant distances of convexifiable, -convexifiable and planar domains are given.
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Taxonomy
TopicsAnalytic and geometric function theory · Holomorphic and Operator Theory · Algebraic and Geometric Analysis
