Interpolation sequences for the Bernstein algebra
Xavier Massaneda, Joaquim Ortega-Cerd\`a
TL;DR
This paper characterizes the interpolation sequences for the Bernstein algebra of entire functions of exponential type bounded on the real line, using analytic and geometric descriptions.
Contribution
It provides a new analytic and geometric characterization of interpolation sequences for this specific algebra of entire functions.
Findings
Provides a complete description of interpolation sequences
Uses analytic and geometric methods for characterization
Enhances understanding of Bernstein algebra properties
Abstract
We give a description, in analytic and geometric terms, of the interpolation sequences for the algebra of entire functions of exponential type which are bounded on the real line.
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Taxonomy
TopicsAdvanced Topics in Algebra · Advanced Algebra and Logic · Advanced Numerical Analysis Techniques