4 papers
Bergman--Einstein Rigidity for Hartogs Domains over Bounded Homogeneous Domains
Roberto Mossa
We prove a rigidity theorem for the Bergman metric on Hartogs domains over bounded homogeneous domains. Let be a bounded homogeneous domain, let deno…
The polydisk theorem for Hartogs domains over symmetric domains
Andrea Loi, Roberto Mossa, Fabio Zuddas
We extend the polydisk theorem of [21], originally established for classical Cartan-Hartogs domains, to Hartogs domains over arbitrary (possibly reducible and exceptional) bounded…
On the Bergman metric of Cartan-Hartogs domains
Andrea Loi, Roberto Mossa, Fabio ZUddas
We study the Bergman metric and introduce the Bergman dual on Cartan-Hartogs (CH) domains. For a bounded domain D in C^n with Bergman kernel K_D, we define the Bergman dual of (D,…
Universal embeddings of flag manifolds and rigidity phenomena
Andrea Loi, Roberto Mossa, Fabio Zuddas
We prove a universal embedding theorem for flag manifolds: every flag manifold admits a holomorphic isometric embedding into an irreducible classical flag manifold. This result gen…