Stability of associated forms

Fedorchuk, Maksym; Isaev, Alexander

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Stability of associated forms

Date

2019

Authors

Fedorchuk, Maksym

Isaev, Alexander

Publisher

American Mathematical Society

Abstract

We show that the associated form, or, equivalently, a Macaulay inverse system, of an Artinian complete intersection of type $ (d,\dots , d)$ is polystable. As an application, we obtain an invariant-theoretic variant of the Mather-Yau theorem for homogeneous hypersurface singularities.

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http://hdl.handle.net/1885/299628

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ANU Research Publications

Source

Journal of Algebraic Geometry

Type

Journal article

DOI

10.1090/jag/719

Restricted until

2099-12-31

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Stability of associated forms

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