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Autor:
Precio: $935.61
Editorial:
Año: 2009
Tema:
Edición: 1ª
Sinopsis
ISBN: 9780821845394
The authors apply a theorem of J. Lurie to produce cohomology theories associated to certain Shimura varieties of type U(1,n-1). These cohomology theories of topological automorphic forms (\mathit{TAF}) are related to Shimura varieties in the same way that \mathit{TMF} is related to the moduli space of elliptic curves.
Table of Contents
p-divisible groups
The Honda-Tate classification
Tate modules and level structures
Polarizations
Forms and involutions
Shimura varieties of type U(1,n-1)
Deformation theory
Topological automorphic forms
Relationship to automorphic forms
Smooth G-spectra
Operation on \mathit{TAF}
Buildings
Hypercohomology of adele groups
K(n)-local theory
Example: chromatic level 1
Bibliography
Index