3 papers
math.DG2020
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…
math.CV2016
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)\}_…
math.FA2016
Separably injective -spaces
Cho-Ho Chu, Lei Li
We show that a (complex) -space is separably injective if and only if it is linearly isometric to the Banach space of complex continuous functions vanishing at infini…