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 the author's work with
Harris, Taylor, and Thorne on the construction of Galois
representations without any polarizability conditions, which is a
major breakthrough in the Langlands program.This book is important
for active researchers and graduate students who need to understand
the above-mentioned recent works, and is written with such users of
the theory in mind, providing plenty of explanations and background
materials, which should be helpful for people working in similar
areas. It also contains precise internal and external references,
and an index of notation and terminologies. These are useful for
readers to quickly locate materials they need.
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