On exotic algebraic structures on affine spaces
Mikhail Zaidenberg

TL;DR
This paper surveys recent developments in exotic algebraic structures on affine spaces, focusing on their analytic properties and highlighting open problems in the field.
Contribution
It provides a comprehensive overview of recent progress and open questions regarding exotic algebraic structures on affine spaces, emphasizing their analytic aspects.
Findings
Identification of exotic structures diffeomorphic to ${f R}^{2n}$
Emphasis on analytic properties of these structures
Highlighting open problems in the field
Abstract
By an exotic algebraic structure on the affine space we mean a smooth affine algebraic variety which is diffeomorphic to but not isomorphic to . This is a survey of the recent developement on the subject, which emphasizes its analytic aspects and points out some open problems.
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Taxonomy
TopicsAdvanced Differential Equations and Dynamical Systems · Algebraic Geometry and Number Theory · Meromorphic and Entire Functions
