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Space of geodesics of pseudo-Riemannian space forms and normal congruence of hypersurfaces Henri Ancient Institute de Matem Tina e Estate a ?stick, Universidade de S o Paulo a Henri. Ancient gmail.com
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The space of geodesics refers to the set of all possible geodesics or shortest paths between points in a given space, typically in the context of differential geometry.
There is no specific requirement to file the space of geodesics as it is a mathematical concept used in the field of geometry.
The space of geodesics is not something that can be filled out or reported in a traditional sense. It is a mathematical concept and can be studied or analyzed through advanced mathematical techniques.
The purpose of studying the space of geodesics is to gain a deeper understanding of the geometry and topology of a given space. It allows for the identification of shortest paths and helps in analyzing geometric properties such as curvature and distance.
As the space of geodesics is not reported in a traditional manner, there is no specific information that needs to be reported.
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