Cyclicity in Besov-Dirichlet spaces from the Corona Theorem

2024/05/16 by Egueh, Yabreb Mohamed, Kellay, Karim, Zarrabi, Mohamed · 1 citation
#Classical Analysis and ODEs (math.CA) #Complex Variables (math.CV) #FOS: Mathematics #Functional Analysis (math.FA)

paper · doi:10.48550/arxiv.2405.09921

Abstract

Tolokonnikov's Corona Theorem is used to obtain two results on cyclicity in Besov-Dirichlet spaces.

Cited by

• Cyclicity of Multipliers on the Unit Ball of ℂⁿ: A Corona-Based Approach

Related

• Cyclicity of the shift operator through Bezout identities
• Cyclicity of singular inner functions from the corona theorem
• Quantitative cyclicity, stability, and geometric analysis in weighted Besov spaces
• On the cyclic behavior of singular inner functions in Besov and sequence spaces
• A new proof of the corona problem