10 citations · 14 across the 12 of their papers we have counts for
12 papers
A Denjoy-Wolff theorem for bounded symmetric domains
Cho-Ho Chu
We generalise the Denjoy-Wolff theorem for a fixed-point free holomorphic self-map on the complex unit disc to bounded symmetric domains of finite rank in complex Banach spaces.
Horofunctions and metric compactification of noncompact Hermitian symmetric spaces
Cho-Ho Chu, María Cueto-Avellaneda, Bas Lemmens
Given a Hermitian symmetric space of noncompact type, we give a complete description of the horofunctions in the metric compactification of with respect to the Carathéodory…
Siegel domains over Finsler symmetric cones
Cho-Ho Chu
Let be a proper open cone in a real Banach space . We show that the tube domain over is biholomorphic to a bounded symmetric domain if and only if is a…
Infinite dimensional holomorphic homogeneous regular domains
Cho-Ho Chu, Kang-Tae Kim, Sejun Kim
We extend the concept of a finite dimensional {\it holomorphic homogeneous regular} (HHR) domain and some of its properties to the infinite dimensional setting. In particular, we s…
Infinite dimensional Jordan algebras and symmetric cones
Cho-Ho Chu
A celebrated result of Koecher and Vinberg asserts the one-one correspondence between the finite dimensional formally real Jordan algebras and Euclidean symmetric cones. We extend…
Horoballs and iteration of holomorphic maps on bounded symmetric domains
Cho-Ho Chu, Michael Rigby
Given a fixed-point free compact holomorphic self-map on a bounded symmetric domain , which may be infinite dimensional, we establish the existence of a family $\{H(ξ, λ)\}_…