For a fixed weight $w$ and degree $d$, the set of (conjugacy classes of) Sato-Tate groups $G$ with the same identity component $G^0$ form a finite partially ordered set that has a unique minimal element (namely, $G^0$), but does not necessarily have a unique maximal element.
- Review status: reviewed
- Last edited by Andrew Sutherland on 2016-05-04 20:48:18
- 2021-01-01 14:57:01 by Andrew Sutherland
- 2021-01-01 14:52:49 by Andrew Sutherland
- 2016-05-04 20:48:18 by Andrew Sutherland (Reviewed)