- Metaplectic Groups Haruzo Hida
- CM PERIODS, L-VALUES AND THE CM MAIN CONJECTURE HARUZO HIDA
- Pure and Applied Mathematics Quarterly Volume 5, Number 4
- L-INVARIANTS OF TATE CURVES HARUZO HIDA
- L-INVARIANT OF TENSOR POWER OF HILBERT MODULAR FORMS HARUZO HIDA
- Iwasawa theory for deformation of ordinary elliptic curves 1 Special values of L-functions of ordinary elliptic curves
- L-INVARIANT OF p-ADIC L-FUNCTIONS HARUZO HIDA
- UNITARY SHIMURA VAREITY HARUZO HIDA
- BIG GALOIS REPRESENTATIONS AND p-ADIC L-FUNCTIONS HARUZO HIDA
- Errata as of June 26th, 2007 p-Adic Automorphic Forms on Shimura Varieties
- NON-CRITICAL VALUES OF ADJOINT L-FUNCTIONS FOR SL(2)
- pADIC AUTOMORPHIC FORMS ON REDUCTIVE GROUPS HARUZO HIDA
- Answer Key to First Midterm Examination, Version 1 Math. 115A/3, Winter Quarter, 2011
- Answer Key to First Midterm Examination, Version 2 Math. 115A/3, Winter Quarter, 2011
- FACTORIZATION OF THE L-INVARIANT OF TATE CURVES HARUZO HIDA
- Answer Key to First Midterm Examination 115a/3, Version 1 1. Compute the following numbers, and write your answer in the following boxes (a
- GALOIS IMAGE AND -INVARIANT HARUZO HIDA
- UNITARY IGUSA TOWER HARUZO HIDA
- Pure and Applied Mathematics Quarterly Volume 5, Number 1
- CHARACTERIZATION OF ABELIAN COMPONENTS OF THE `BIG' HECKE ALGEBRA
- Central critical values of modular Hecke L-functions
- RECIPROCITY LAWS AND PRIME DECOMPOSITION HARUZO HIDA
- L-INVARIANT OF p-ADIC L-FUNCTIONS HARUZO HIDA
- Clay Mathematics Proceedings Irreducibility of the Igusa tower
- Instructions for obtaining travel reimbursement
- ARITHMETIC INVARIANT AND GEOMETRY HARUZO HIDA
- L-INVARIANT OF p-ADIC L-FUNCTIONS HARUZO HIDA
- List of publications by Haruzo HIDA July 1, 2011
- Errata and Addenda as of July 1, 2011 Hilbert Modular Forms and Iwasawa Theory
- This is a free offprint provided to the author by the publisher. Copyright restrictions may apply. JOURNAL OF THE
- (This is a sample cover image for this issue. The actual cover is not yet available at this time.) This article appeared in a journal published by Elsevier. The attached
- Vanishing of the invariant of padic Hecke Lfunctions
- The Iwasawa Invariant of pAdic Hecke Lfunctions
- VANISHING OF THE -INVARIANT OF p-ADIC HECKE L-FUNCTIONS
- QUADRATIC EXERCISES IN IWASAWA THEORY HARUZO HIDA
- Acta Mathematica Sinica, English Series Jan., 2009, Vol. 25, No. 1, pp. 120
- L-INVARIANTS OF TATE CURVES HARUZO HIDA
- ON A GENERALIZATION OF THE CONJECTURE OF MAZURTATETEITELBAUM
- ON A GENERALIZATION OF THE CONJECTURE OF MAZURTATETEITELBAUM
- CM COMPONENTS OF THE `BIG' HECKE ALGEBRA HARUZO HIDA
- ARITHMETIC INVARIANT AND GEOMETRY 9 2. Lecture 2: Values of modular forms at CM points
- ARITHMETIC INVARIANT AND GEOMETRY 21 3. Lecture 3: Non-vanishing modulo p of Lvalues
- -ADIC p-DIVISIBLE GROUPS, I HARUZO HIDA
- -ADIC p-DIVISIBLE GROUPS, II HARUZO HIDA
- NONVANISHING OF L-VALUES HARUZO HIDA
- MODULAR GALOIS REPRESENTATIONS OF "NEBEN" TYPE HARUZO HIDA
- GALOIS DEFORMATION, MODULAR LIFTING AND R = T THEOREMS
- COHOMOLOGY THEORY OF GALOIS GROUPS HARUZO HIDA
- ELLIPTIC CURVES AND MODULAR FORMS HARUZO HIDA
- IRREDUCIBILITY OF THE SIEGELIGUSA TOWER HARUZO HIDA
- PERMUTATION REPRESENTATIONS AND LANGLANDS BASE CHANGE
- Errata and Addenda as of March 30, 2009 Modular Forms and Galois Cohomology
- IRREDUCIBILITY OF THE ELLIPTIC IGUSA TOWER HARUZO HIDA
- This is a free offprint provided to the author by the publisher. Copyright restrictions may apply. Clay Mathematics Proceedings
- CENTRAL CRITICAL VALUES OF MODULAR HECKE L-FUNCTION
- SERRE'S CONJECTURE AND BASE CHANGE FOR GL(2) HARUZO HIDA
- HECKE FIELDS OF ANALYTIC FAMILIES OF MODULAR FORMS HARUZO HIDA
- CONTROL OF NEARLY ORDINARY HECKE ALGEBRAS HARUZO HIDA
- Siegel-Weil Formulas Haruzo Hida
- GALOIS DEFORMATION AND L-INVARIANT HARUZO HIDA
- CONSTANCY OF ADJOINT L-INVARIANT HARUZO HIDA
- L-INVARIANT OF THE SYMMETRIC POWERS OF TATE CURVES
- Errata as of July 26, 2010 Geometric Modular Forms and Elliptic Curves
- CM PERIODS AND THE ANTICYCLOTOMIC MAIN CONJECTURE
- NON-CRITICAL VALUES OF ADJOINT L-FUNCTIONS FOR SL(2)
- ANTICYCLOTOMIC MAIN CONJECTURE HARUZO HIDA
- L-INVARIANTS AND p-ORDINARY FAMILIES OF HILBERT MODULAR FORMS
- L-INVARIANTS OF ADJOINT SQUARE GALOIS REPRESENTATIONS
- NONVANISHING MODULO p OF VALUES OF L-FUNCTIONS
- p-ADIC AUTOMORPHIC FORMS ON REDUCTIVE GROUPS HARUZO HIDA
- THE INTEGRAL BASIS PROBLEM OF EICHLER HARUZO HIDA
- A SIMPLE PROOF OF NON-VANISHING MODULO p OF DIRICHLET L-FUNCTIONS
- L-functions and Galois Representations David Burns, Kevin Buzzard and Jan Nekovar
- ARITHMETIC INVARIANT AND GEOMETRY 37 4. Lecture 4: CM Components of the `Big' Hecke Algebra
- EXTENSIONS AND THE EXCEPTIONAL ZERO OF THE ADJOINT SQUARE L-FUNCTIONS
- Vanishing of the -invariant of p-adic Hecke L-functions
- TAYLOR-WILES PATCHING LEMMAS `A LA KISIN HARUZO HIDA
- Control Theorems and Applications Haruzo Hida*
- RECIPROCITY LAWS AND PRIME DECOMPOSITION HARUZO HIDA
- MODULAR IWASAWA THEORY HARUZO HIDA
- NON-VANISHING MODULO p OF HECKE L-VALUES AND APPLICATION
- Abstract of the talk given at Luminy, June 18th, 2002: CM Periods and the anticyclotomic main conjecture
- p-ADIC ANALYTIC FAMILIES OF MODULAR FORMS 13 2. Study of p-adic analytic families via cohomology groups
- Answer Key to First Midterm Examination 115a/3, Version 2 1. Let V be a vector space of finite dimension n > 0 over a field F. Let S be a
- p-ADIC ANALYTIC FAMILIES OF MODULAR FORMS 2 1. Introduction
- COHOMOLOGICAL MODULAR FORMS AND p-ADIC L-FUNCTIONS
- ANSWER KEYS TO SELECTED EXERCISES IN THE LECTURE NOTES FOR MATH 205C IN 2007 WINTER
- Hecke fields and L-invariant Haruzo Hida
- ARITHMETIC INVARIANT AND SHIMURA VARIETIES HARUZO HIDA
- [Page * Non-vanishing modulo p
- MODULARITY PROBLEMS OF Q-MOTIVES AND BASE-CHANGE
- MODULAR GALOIS REPRESENTATIONS OF "NEBEN" TYPE HARUZO HIDA
- Big Galois representations and p-adic L-functions
- MODULARITY PROBLEMS OF QMOTIVES AND BASE-CHANGE HARUZO HIDA
- Lecture plan and speakers *Skinner/Urban
- Up to twist, there are only finitely many potentially p-ordinary abelian varieties over
- Companion forms and classicality in the GL2(Q)-case J. Tilouine
- Homework No.1 due on Thursday April 12th Each problem counts 1 point (total 10 points).
- ARITHMETIC OF CURVES HARUZO HIDA
- A FINITENESS PROPERTY OF ABELIAN VARIETIES WITH POTENTIALLY ORDINARY GOOD REDUCTION
