A duality principle, relating the geometry of the Kobayashi metric with the CR geometry of the boundaries of smoothly bounded, strongly convex domains in â„‚n+1, is established. A characterization of the holomorphic Jacobi vector fields of those domains is also given.
Spiro, A., Trapani, S. (2002). Eversive Maps of Bounded Convex Domains in â„‚n+1. THE JOURNAL OF GEOMETRIC ANALYSIS, 12(4), 695-715 [10.1007/BF02930659].
Eversive Maps of Bounded Convex Domains in â„‚n+1
TRAPANI, STEFANO
2002-01-01
Abstract
A duality principle, relating the geometry of the Kobayashi metric with the CR geometry of the boundaries of smoothly bounded, strongly convex domains in â„‚n+1, is established. A characterization of the holomorphic Jacobi vector fields of those domains is also given.File in questo prodotto:
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