Documenta Mathematica
Extra Volume: John H. Coates’ Sixtieth Birthday, 2006
Preface 1
Foreword 3
Samegai’s Waters 5
K. Ardakov and K. A. Brown Ring-Theoretic Properties
of Iwasawa Algebras: A Survey 7–33
G. Banaszak, W. Gajda, P. Kraso´n
On the Image of l-Adic Galois Representations
for Abelian Varieties of Type I and II 35–75
Siegfried B¨ocherer∗, A. A. Panchishkin†
Admissible p-adic Measures Attached to
Triple Products of Elliptic Cusp Forms 77–132
David Burns and Matthias Flach
On the Equivariant Tamagawa Number Conjecture
for Tate Motives, Part II. 133–163
David Burns and Otmar Venjakob
On the Leading Terms of Zeta Isomorphisms and
p-Adic L-functions in Non-Commutative Iwasawa Theory 165–209
Kevin Buzzard and Frank Calegari
The 2-adic Eigencurve is Proper. 211–232
L. Clozel, E. Ullmo
Equidistribution Ad´elique des Tores
et ´Equidistribution des Points CM 233–260
Robert Coleman and Ken McMurdy
Fake CM and the Stable Model of X0(N p3
) 261–300
Daniel Delbourgo
Λ-Adic Euler Characteristics
of Elliptic Curves 301–323
Ehud de Shalit
Coleman Integration Versus
Schneider Integration on Semistable Curves 325–334
Ralph Greenberg On The Structure of
Certain Galois Cohomology Groups 335–391
Michael Harris, Jian-Shu Li, Christopher M. Skinner p-AdicL-Functions for Unitary Shimura Varieties
I: Construction of the Eisenstein Measure 393–464
Haruzo Hida
Anticyclotomic Main Conjectures 465–532
Frazer Jarvis
Optimal Levels for Modular Mod2
Representations over Totally Real Fields 533–550
Kazuya Kato
Universal Norms of p-Units
in Some Non-Commutative Galois Extensions 551–565
Shinichi Kobayashi
An Elementary Proof of the
Mazur-Tate-Teitelbaum Conjecture for Elliptic Curves 567–575
Barry Mazur, William Stein, John Tate
Computation of p-Adic Heights and Log Convergence 577–614
Robert Pollack and Tom Weston
Kida’s Formula and Congruences 615–630
P. Schneider, J. Teitelbaum Banach-Hecke Algebras
andp-Adic Galois Representations 631–684
Anthony J. Scholl
Higher Fields of Norms and (φ,Γ)-Modules 685–709
Joseph H. Silverman
Divisibility Sequences and
Powers of Algebraic Integers 711–727
Richard Taylor
On the Meromorphic Continuation
of Degree Two L-Functions 729–779
J. Tilouine
Siegel Varieties and p-Adic Siegel Modular Forms 781–817
J.-P. Wintenberger
Onp-Adic Geometric Representations of GQ 819–827
