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- W3000477300 abstract "Given a bordified space, Karlsson defines an incidence geometry of stars at infinity. These stars and their incidence are closely related to well-understood objects when the space is hyperbolic, CAT(0), or a bounded convex domain with the Hilbert metric. A question stemming from Karlsson's original paper was whether or not the relation of one boundary point being included in a star of another boundary point is symmetric. This paper provides an example demonstrating that this relation in the star boundary of the three-tree Diestel-Leader graph $DL_3(q)$ is not symmetric. In doing so, some interesting bounds on distance in Diestel-Leader graphs are utilized." @default.
- W3000477300 created "2020-01-23" @default.
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- W3000477300 date "2020-01-17" @default.
- W3000477300 modified "2023-09-27" @default.
- W3000477300 title "On the asymmetry of stars at infinity" @default.
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