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Faithful locally free circle actions on a torus must be free?

This follows from Theorem 9.3 (page 216) of the book "Compact tranformation groups" by Bredon (note that it is freely available online). More is true: Any effective group action of a torus on a torus …
Nick L's user avatar
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1 vote

Linearization of hamiltonian torus action

For fixed submanifolds, there is an analogous statement in Theorem 22.1 of V. Guillemin and S. Sternberg. Symplectic techniques in physics. Cambridge University Press, Cambridge, xi+468 pp, (1984). …
Nick L's user avatar
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1 vote

Does there exist smooth circle action on manifolds M^{4n} with exactly three fixed points su...

There is an $S^1$-action on the Quaternionic projective plane $\mathbb{H}\mathbb{P}^2$ with exactly 3 fixed points. They are not hard to construct (done in a similar way to the standard $S^1$-actions …
Nick L's user avatar
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