On the automorphism group of tube type real symmetric domains

TL;DR

This paper generalizes a known result about the automorphism group of complex tube type symmetric domains to the real case, expanding understanding of their symmetry properties.

Contribution

It extends the classical automorphism group characterization from complex to real tube type symmetric domains, providing new insights into their structure.

Findings

Generalization of automorphism group results to real domains

Enhanced understanding of symmetry in real symmetric domains

Potential applications in real differential geometry

Abstract

The aim of this note is to explain a generalization to the real case of a well known result on the automorphism group of an unbounded tube type symmetric domain in a complex vector space of finite dimension.