Twists of Drinfeld–Stuhler Modular Varieties


Let A be a maximal (or more generally a hereditary) order in a central simple algebra over a global field F of positive characteristic. We show that certain modular scheme of A-elliptic sheaves– for different A – are twists of each other and deduce that the uniformization at ∞ and the Cherednik-Drinfeld uniformization for these varieties are equivalent. 2010 Mathematics Subject Classification: Primary 11G09; Secondary 11G18, 14G22

Extracted Key Phrases

Cite this paper

@inproceedings{Spiess2010TwistsOD, title={Twists of Drinfeld–Stuhler Modular Varieties}, author={Michael Spiess}, year={2010} }