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← all fields·2 papers on fundamental groups in Geometric Topology · 1 month

Toroidal 3-manifolds have special group structures that can be shown through specific covers.

problem Characterizing the fundamental groups of toroidal 3-manifolds.
method Proving toroidal 3-manifolds have circularly-orderable fundamental groups by showing they admit finite cyclic covers with left-orderable fundamental groups.
result Toroidal 3-manifolds have circularly-orderable fundamental groups, which can be shown through specific covers.