Centralizers of Rank One in the First Weyl Algebra
Leonid Makar-Limanov
TL;DR
This paper investigates the structure of centralizers of rank one elements in the first Weyl algebra, revealing that they possess genus zero, which has implications for understanding their algebraic properties.
Contribution
The paper establishes that centralizers of rank one in the first Weyl algebra have genus zero, providing new insights into their algebraic structure.
Findings
Centralizers of rank one have genus zero.
Implications for algebraic properties of Weyl algebra.
Advances understanding of Weyl algebra structure.
Abstract
Centralizers of rank one in the first Weyl algebra have genus zero.
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