Some Remarks on Shanks-type Conjectures
Christopher Felder
TL;DR
This paper explores the zero sets of two-variable polynomials within the context of an approximation problem in the Hardy space on the bidisk, providing insights into their properties and implications.
Contribution
It offers new observations on the structure of zero sets of polynomials relevant to Hardy space approximation problems in two variables.
Findings
Characterization of zero sets in the bidisk
Implications for Hardy space approximation
New theoretical insights into polynomial zeros
Abstract
We discuss the zero sets of two-variable polynomials as they relate to an approximation problem in the Hardy space on the bidisk.
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Taxonomy
TopicsAnalytic Number Theory Research · Advanced Topology and Set Theory · Algebraic Geometry and Number Theory