Several generalized Bohr-type inequalities with two parameters
Wanqing Hou, Qihan Wang, Boyong Long

TL;DR
This paper extends classical Bohr-type inequalities to a two-parameter form for bounded analytic functions, providing several sharp results that enhance the understanding of these inequalities.
Contribution
It introduces a generalized two-parameter framework for Bohr inequalities, with most results proven to be sharp, advancing the theoretical landscape.
Findings
Multiple sharp two-parameter Bohr inequalities established
Generalizations applicable to bounded analytic functions
Enhanced bounds improve previous results
Abstract
In this paper, several Bohr-type inequalities are generalized to the form with two parameters for the bounded analytic function. Most of the results are sharp.
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Taxonomy
TopicsMathematical Inequalities and Applications · Mathematical Approximation and Integration · Fatigue and fracture mechanics
