The Dimension of Oort Strata of Shimura Varieties of Pel-Type

By T. Wedhorn. 2001

83 citations recorded by the source corpus.

Subfields: Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/f16ed1181c83f79865cf843ee0ad66d7fb49b4b6

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Geometry and Topology

1. Chao Zhang
2. Paul Ziegler
3. R. Pink
4. T. Wedhorn
5. B. Moonen
6. Laurent Fargues
7. W. Goldring
8. Jean-Stefan Koskivirta

In Mathematical Physics

1. Chao Zhang
2. R. Pink
3. Paul Ziegler
4. T. Wedhorn
5. B. Moonen
6. Laurent Fargues
7. Peter Scholze
8. W. Goldring

Citations in the corpus

• $F$-zips with additional structure (2012, background): “If S = SpecK for an algebraically closed field K, it is shown in [23] (5.”
• Serre-Tate theory for moduli spaces of PEL type (2002, background): “For proofs of the facts we refer to Wedhorn’s paper [38].”
• La filtration canonique des points de torsion des groupes $p$-divisibles (2011, background): “8 de [40], Xn,h est représentable par un Zp-schéma de type fini.”
• Ekedahl-Oort Strata for Good Reductions of Shimura Varieties of Hodge Type (2013, methodology): “Now we can state the themain result of Pink–Wedhorn–Ziegler that gives a combinatory description of the topological space of [EG ,µ/Gκ] (and hence G-Zipµκ ).”