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Cyclotomic Fields I and II

Overview of attention for book
Cover of 'Cyclotomic Fields I and II'

Table of Contents

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    Book Overview
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    Chapter 1 Character Sums
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    Chapter 2 Stickelberger Ideals and Bernoulli Distributions
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    Chapter 3 Complex Analytic Class Number Formulas
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    Chapter 4 The p -adic L -function
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    Chapter 5 Iwasawa Theory and Ideal Class Groups
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    Chapter 6 Kummer Theory over Cyclotomic Z p -extensions
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    Chapter 7 Iwasawa Theory of Local Units
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    Chapter 8 Lubin-Tate Theory
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    Chapter 9 Explicit Reciprocity Laws
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    Chapter 10 Measures and Iwasawa Power Series
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    Chapter 11 The Ferrero—Washington Theorems
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    Chapter 12 Measures in the Composite Case
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    Chapter 13 Divisibility of Ideal Class Numbers
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    Chapter 14 p -adic Preliminaries
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    Chapter 15 The Gamma Function and Gauss Sums
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    Chapter 16 Gauss Sums and the Artin-Schreier Curve
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    Chapter 17 Gauss Sums as Distributions
Attention for Chapter 13: Divisibility of Ideal Class Numbers
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