Cyclicity in Besov-Dirichlet spaces from the Corona Theorem
Yabreb Mohamed Egueh (IMB), Karim Kellay (IMB), Mohamed Zarrabi (IMB)
TL;DR
This paper explores the property of cyclicity in Besov-Dirichlet spaces using Tolokonnikov's Corona Theorem, providing new insights into the structure of these function spaces.
Contribution
It introduces novel results on cyclicity in Besov-Dirichlet spaces derived from the application of the Corona Theorem.
Findings
New criteria for cyclicity in Besov-Dirichlet spaces
Application of Corona Theorem to function space analysis
Enhanced understanding of the structure of Besov-Dirichlet spaces
Abstract
Tolokonnikov's Corona Theorem is used to obtain two results on cyclicity in Besov-Dirichlet spaces.
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Taxonomy
TopicsHolomorphic and Operator Theory · Advanced Harmonic Analysis Research · Algebraic and Geometric Analysis