| Description |
Abstract: The analysis of linear algebraic groups with good reduction can be traced back to the work of G.Harder and B.H.Gross where the focus was over number fields. In this talk, I will discuss some recent progress in this direction over more general fields and sketch the ideas behind the proof of a finiteness theorem on special unitary groups of quaternionic skew-hermitian forms with good reduction. I will also state some related conjectures and open problems. |