Note on the multipliers of Cauchy integrals of logarithmic potentials
Peyo Stoilov
TL;DR
This paper generalizes a theorem related to the multipliers of Cauchy integrals of logarithmic potentials, expanding the theoretical understanding of these mathematical objects.
Contribution
It extends previous results by Hallenbeck and Samotij, providing a broader framework for analyzing multipliers of Cauchy integrals of logarithmic potentials.
Findings
Generalized the theorem of Hallenbeck and Samotij
Provided new conditions for multipliers of Cauchy integrals
Enhanced theoretical understanding of logarithmic potential integrals
Abstract
The present note contains a generalization of a theorem of Hallenbeck and Samotij for the multipliers of Cauchy integrals of logarithmic potentials.
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Taxonomy
TopicsDifferential Equations and Boundary Problems · advanced mathematical theories · Algebraic and Geometric Analysis