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Closed $3$-manifolds with no periodic maps

1976
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Transactions of the American Mathematical Society
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Examples of closed, orientable, aspherical 3-manifolds are constructed on which every action of a finite group is trivial. 1. Introduction. In this paper we give examples of closed, orientable, aspherical 3-manifolds on which every action of a finite group is trivial. These 3-manifolds can be fibered over Sl with fiber a closed orientable surface of genus greater than or equal to 3. For such examples, three is the smallest possible genus of the fiber since every 3-manifold fibered over S1 with

doi:10.1090/s0002-9947-1976-0415620-9
fatcat:imxq3v27xjd5zcgbj3kjdz6mme