On star regular equidistant polyhedrons in Lobachevsky space

DAMIAN, Florin; MACAROV, P.

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On star regular equidistant polyhedrons in Lobachevsky space

DAMIAN, Florin; MACAROV, P.

URI: http://repository.utm.md/handle/5014/16369

Date: 2021

Abstract:

We have shown previously some examples when finitere gular lenspolytopes can be obtained from infinite equidistant regular polytopesin Lobachevski spaces, and that these regular lens polytopes can be used to obtain new threedimensional hyperbolic manifolds.

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