A correspondence between quasi-isometric Gromov-hyperbolic metrics on hyperbolic groups and reparameterizations of Mineyev flows produces first examples with all periodic orbits of integer length.
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A geometric correspondence for reparameterizations of geodesic flows
A correspondence between quasi-isometric Gromov-hyperbolic metrics on hyperbolic groups and reparameterizations of Mineyev flows produces first examples with all periodic orbits of integer length.