
In this paper we give a characterization in terms of ``quasi-geodesics frames' of visibility and existence of geodesic loops for bounded domains in $\mathbb C^d$ which are Kobayashi complete hyperbolic and Gromov hyperbolic.
Settore MAT/03, Kobayashi hyperbolic space, Mathematics - Geometric Topology, extension of holomorphic maps, Mathematics - Complex Variables, FOS: Mathematics, Geometric Topology (math.GT), visibility, Gromov hyperbolic space, Gromov hyperbolic spaces; Kobayashi hyperbolic spaces; visibility; extension of holomorphic maps, Complex Variables (math.CV), 510
Settore MAT/03, Kobayashi hyperbolic space, Mathematics - Geometric Topology, extension of holomorphic maps, Mathematics - Complex Variables, FOS: Mathematics, Geometric Topology (math.GT), visibility, Gromov hyperbolic space, Gromov hyperbolic spaces; Kobayashi hyperbolic spaces; visibility; extension of holomorphic maps, Complex Variables (math.CV), 510
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