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Abstract: We prove a version of the Chevalley Restriction Theorem for the action of areal reductive group G on a topological space X which locally embeds into aholomorphic representation.
Assuming that there exists an appropriate quotientX-G for the G-action, we introduce a stratification which is defined withrespect to orbit types of closed orbits.
Our main result is a description ofthe quotient X-G in terms of quotients by normalizer subgroups associated tothe stratification.



Autor: Henrik Stoetzel

Fuente: https://arxiv.org/



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