Authors: Wilhelm Kaup
Publish Date: 2005/01/07
Volume: 249, Issue: 4, Pages: 797-816
Abstract
For every irreducible bounded symmetric domain D we are interested in the CauchyRiemann structure of the orbits under the real Lie group G=AutD in the compact hermitian dual Z of D For orbits of this type we solve the CRequivalence problem compute explicitly their CRautomorphism groups and determine maximal holomorphic extendibility for continuous CRfunctions and infinitesimal CRtransformations
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