Quadratic Algebras, Clifford Algebras, and Arithmetic Witt Groups

Table of Contents

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   Book Overview
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   Chapter 1 Introduction
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   Chapter 2 Notation and Terminology
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   Chapter 3 Fundamental Concepts in the Theory of Algebras
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   Chapter 4 Separable Algebras
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   Chapter 5 Groups of Free Quadratic Algebras
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   Chapter 6 Bilinear and Quadratic Forms
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   Chapter 7 Clifford Algebras: The Basics
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   Chapter 8 Algebras with Standard Involution
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    Chapter 9 Arf Algebras and Special Elements
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    Chapter 10 Consequences of the Existence of Special Elements
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    Chapter 11 Structure of Clifford and Arf Algebras
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    Chapter 12 The Existence of Special Elements
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    Chapter 13 Matrix Theory of Clifford Algebras over Fields
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    Chapter 14 Dis(R) and Qu(R)
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    Chapter 15 Brauer Groups and Witt Groups
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    Chapter 16 The Arithmetic of Wq(R)
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    Chapter 17 Applications of Clifford Modules