On several new results on p-Carleson measures and related measures in the unit disk
Romi Shamoyan, Ali Abkar
TL;DR
This paper introduces new sharp embedding results for p-Carleson measures and related measures within the unit disk, advancing the understanding of their properties in complex analysis.
Contribution
It presents novel sharp embedding theorems for p-Carleson measures and related measures in the unit disk, expanding existing theoretical frameworks.
Findings
New sharp embedding theorems for p-Carleson measures
Enhanced understanding of measure properties in the unit disk
Improved bounds for related measure classes
Abstract
We provide some new sharp embeddings for p-Carleson and related measures in the unit disk of the complex plane
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Taxonomy
TopicsMeromorphic and Entire Functions · Advanced Harmonic Analysis Research