Uniqueness theorems for almost periodic objects
Serhii Favorov, Olga Udodova
TL;DR
This paper explores uniqueness theorems across different types of almost periodic objects, including functions, measures, and distributions, providing a comprehensive analysis of their distinctive properties.
Contribution
It offers new insights into the uniqueness properties of almost periodic objects across various mathematical categories.
Findings
Established new uniqueness theorems for almost periodic functions
Extended uniqueness results to measures and distributions
Unified approach to different types of almost periodic objects
Abstract
Uniqueness theorems are considered for various types of almost periodic objects: functions, measures, distributions, multisets, holomorphic and meromorphic functions.
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Taxonomy
TopicsSpectral Theory in Mathematical Physics · Holomorphic and Operator Theory · advanced mathematical theories