Invariant Stein domains in Stein symmetric spaces and a non-linear complex convexity theorem

Details Invariant Stein domains in Stein symmetric spaces and a non-linear complex convexity theorem Invariant Stein domains in Stein symmetric spaces and a non-linear complex convexity theorem

2001-10-17

arxiv.org/abs/math/0110173v1

IMRN 2002:18 (2002), 959-971

Mathematics

Representation Theory

9 pages

Scientific paper

We prove a complex version of Kostant's non-linear convexity theorem.
Applications to the construction of G-invariant Grauert tubes of non-compact
Riemannian symmetric G/K spaces are given.

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