Defines Kobayashi-type pseudometric on domains in real-type Nagano spaces; proves it is a metric iff domain avoids photon minus point, and is never Gromov hyperbolic in higher rank for strongly R-proper dually convex divisible domains.
An intrinsic conformal Lorentz pseudodistance
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Metric properties of domains in real-type Nagano spaces
Defines Kobayashi-type pseudometric on domains in real-type Nagano spaces; proves it is a metric iff domain avoids photon minus point, and is never Gromov hyperbolic in higher rank for strongly R-proper dually convex divisible domains.