Integral averages and maximization of functions
Bulat N. Khabibullin
TL;DR
This paper investigates properties and asymptotic behavior of integral averages of functions, with applications to entire and subharmonic functions, providing insights into their growth and distribution characteristics.
Contribution
It introduces new properties of integral averages and explores their asymptotic behavior, specifically tailored for applications to entire and subharmonic functions.
Findings
Derived new properties of integral averages.
Analyzed asymptotic behavior of these averages.
Applied results to entire and subharmonic functions.
Abstract
Some properties of integral averages of functions on intervals and their asymptotic behavior are investigated. The results are aimed at applications to entire and subharmonic functions.
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Taxonomy
TopicsMeromorphic and Entire Functions · Holomorphic and Operator Theory