The Inverse Galois Problem for p-Adic Lie Algebras
| IAS/PRINCETON NUMBER THEORY SEMINAR | |
| Topic: | The Inverse Galois Problem for p-Adic Lie Algebras |
| Speaker: | Michael Larsen |
| Affiliation: | Indiana University |
| Date: | Friday, April 15 |
| Time/Room: | 2:00pm - 3:00pm/Fine Hall 801 |
For a number field K and a (compact) p-adic Lie groups G, the inverse Galois problem asks whether G can be realized as the Galois group of an extension of K. Already in the case that G is zero-dimensional, this is too difficult. So I propose to relax the problem and ask which p-adic Lie algebras can be realized.