Determining boundary sets of bounded symmetric domains
Let \(D\) be a bounded domain in a complex Banach space. Then equipped with the topology of local uniform convergence in \(D\), it is known that \(G:=\Aut (D)\) is a real Banach Lie group. The authors study some function-theoretic properties of elements in \(G\) on a subset \(S\) of \(\overline D\) (resp. \(\partial D)\).
scientific article; zbMATH DE number 510020