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The Eigenbook
This book discusses the p-adic modular forms, the eigencurve that parameterize them, and the p-adic L-functions one can associate to them. These theories and their generalizations to automorphic forms for group of higher ranks are of fundamental importance in number theory. For graduate students and newcomers to this field, the book provides a solid introduction to this highly active area of research. For experts, it will offer the convenience of collecting into one place foundational definitions and theorems with complete and self-contained proofs. Written in an engaging and educational style, the book also includes exercises and provides their solution.
On the Nodal Set of Solutions to a Class of Nonlocal Parabolic Equations
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The Strong K�nneth Theorem for Topological Periodic Cyclic Homology
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Noncommutative Coordinates for Symplectic Representations
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Equivalent Definitions of Arthur Packets for Real Classical Groups
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Generic Stabilizers in Actions of Simple Algebraic Groups
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