Interpolation schemes in weighted Bergman spaces
Daniel H. Luecking
TL;DR
This paper explores advanced interpolation methods in weighted Bergman spaces, extending previous work on nonseparated sequences to more general weight functions, enhancing understanding of function theory in complex analysis.
Contribution
It generalizes interpolation schemes in weighted Bergman spaces beyond classical weights, broadening the scope of nonseparated sequence analysis.
Findings
Extended interpolation schemes to general weights
Characterized nonseparated interpolating sequences in new settings
Improved understanding of weighted Bergman space structure
Abstract
We extend our work on nonseparated interpolating sequences, originally developed for Bergman spaces with weights of the form , to more general weights.
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Taxonomy
TopicsHolomorphic and Operator Theory · Algebraic and Geometric Analysis · Advanced Mathematical Physics Problems