We discuss the proof of the last remaining case of the Tate Conjecture for Drinfeld modules, namely the case of "equal characteristic". The main tool is the proof of an analogue of a famous theorem of de Jong on homomorphisms of F-crystals.
Friday, December 5, 2003 - 3:00pm
University of Pennsylvania
We discuss the proof of the last remaining case of the Tate Conjecture for Drinfeld modules, namely the case of "equal characteristic". The main tool is the proof of an analogue of a famous theorem of de Jong on homomorphisms of F-crystals.