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On Smooth Closed 3-manifolds with Finite Fundamental Groups
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On Smooth Closed 3-manifolds with Finite Fundamental Groups
classification
math.GT
keywords
finiteclosedfundamentalsmoothconjecturecycliceverygeometrization
read the original abstract
In this paper, we prove a geometrization conjecture, every orientable smooth closed 3-manifold with finite fundamental group is homeomorphic to $S^3/G$ for some finite cyclic subgroup $G\subset {Isom}^+(S^3)$.
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