On the GIT stratification of prehomogeneous vector spaces I
Kazuaki Tajima, Akihiko Yukie

TL;DR
This paper characterizes the GIT stratification for four specific prehomogeneous vector spaces, providing a detailed parametrization of the stratification structure.
Contribution
It explicitly determines the GIT stratification sets for four prehomogeneous vector spaces, advancing understanding of their geometric and algebraic properties.
Findings
Explicit parametrization of GIT stratification sets
Enhanced understanding of prehomogeneous vector space structures
Foundation for further geometric invariant theory analysis
Abstract
We determine the set which parametrizes the GIT stratification for four prehomogeneous vector spaces in this paper.
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Taxonomy
TopicsAdvanced Banach Space Theory · Fixed Point Theorems Analysis · Approximation Theory and Sequence Spaces
