Volume-preserving maps between Hermitian symmetric spaces of compact type

Abstract

In this paper, we establish the rigidity result for local holomorphic volume preserving maps from an irreducible Hermitian manifold of compact type into its Cartesian products.

The final version is to appear in Advances in Mathematics

References in corpus (2)

• Rigidity of CR maps between Shilov boundaries of bounded symmetric domains
• Jordan C*-Algebras and Supergravity

Cited by in corpus (5)

• On the structure of holomorphic isometric embeddings of complex unit balls into bounded symmetric domains
• Holomorphic maps from the complex unit ball to Type IV classical domains
• Holomorphic isometries from the unit ball into symmetric domains
• Complexity of holomorphic maps from the complex unit ball to classical domains
• Holomorphic isometries between products of complex unit balls