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Introduction to Modular Forms

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Cover of 'Introduction to Modular Forms'

Table of Contents

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    Book Overview
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    Chapter 1 Modular Forms
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    Chapter 2 Hecke Operators
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    Chapter 3 The Petersson Scalar Product
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    Chapter 4 Modular Symbols
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    Chapter 5 Coefficients and Periods of Cusp Forms on SL 2 ( Z )
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    Chapter 6 The Eichler-Shimura Isomorphism on SL 2 ( Z )
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    Chapter 7 Higher Levels
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    Chapter 8 Atkin-Lehner Theory
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    Chapter 9 The Dedekind Formalism
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    Chapter 10 Congruences and Reduction mod p
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    Chapter 11 Galois Representations
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    Chapter 12 General Distributions
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    Chapter 13 Bernoulli Numbers and Polynomials
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    Chapter 14 The Complex L -Functions
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    Chapter 15 The Hecke-Eisenstein and Klein Forms
Attention for Chapter 12: General Distributions
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