This book is a comprehensive treatise on the partial toroidal and minimal compactifications of the ordinary loci of PEL-type Shimura varieties and Kuga families, and on the canonical and subcanonical extensions of automorphic bundles. The results in this book serve as the logical foundation of several recent developments in the theory of p-adic automorphic forms; and of
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Compactifications of Pel-Type Shimura Varieties and Kuga Families with Ordinary Loci
Compactifications of PEL-type Shimura varieties and Kuga families
Shimura varieties and motives
VARIOUS TYPES OF SHIMURA VARIETY AND THEIR MODULI 1
The purely local analogue of pel shimura varieties was con- structed by rapoport and zink [30], which are now called rapoport-zink spaces of el or pel type.
Aug 1, 2013 in section 4, we review the notion of pel-type shimura varieties and extensions of automorphic bundles over toroidal compactifications.
Over the boundaries of toroidal compactifications of smooth integral models of pel-type shimura varieties.
We explain how compactifications of kuga families of abelian varieties over. Pel- type shimura varieties, including for example all those products of universal.
2017年9月29日 compactifications of pel-type shimura varieties and kuga families with ordinary loci.
Properness and the extensive body of work on compactifications.
By looking at the group involved over r, one easily shows that this does not happen.
Mar 13, 2018 and compactifications of the shimura variety over number for general shimura varieties of pel-type, see lan, kai-wen, arithmetic.
Arithmetic compactifications of pel-type shimura varieties by kai-wen lan, 9780691156545, available at book depository with free delivery worldwide.
We study p-adic integral models of certain pel-shimura varieties with level.
Mar 11, 2018 as such, they cover all previously known cases of pel type, as well as all cases of hodge type involving parahoric level structures.
May 2, 2019 for pel type shimura varieties with parahoric level structure at $p$, this question has been modulo p of integral models of shimura varieties.
Borel and serre [bs73] constructed a compactification of xk (or rather, of (2) a necessary and sufficient condition for the resulting pel-type shimura varieties.
In this thesis we constructed minimal (satake-baily-borel) compactifications and smooth.
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