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Real Algebraic Geometry

Overview of attention for book
Cover of 'Real Algebraic Geometry'

Table of Contents

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    Book Overview
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    Chapter 1 Introduction
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    Chapter 2 Ordered Fields, Real Closed Fields
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    Chapter 3 Semi-algebraic Sets
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    Chapter 4 Real Algebraic Varieties
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    Chapter 5 Real Algebra
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    Chapter 6 The Tarski-Seidenberg Principle as a Transfer Tool
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    Chapter 7 Hilbert’s 17 th Problem. Quadratic Forms in Real Algebraic Geometry
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    Chapter 8 Real Spectrum
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    Chapter 9 Nash Functions
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    Chapter 10 Stratifications
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    Chapter 11 Real Places
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    Chapter 12 Topology of Real Algebraic Varieties
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    Chapter 13 Algebraic Vector Bundles
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    Chapter 14 Polynomial or Regular Mappings with Values in Spheres
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    Chapter 15 Algebraic Models of C ∞ Manifolds
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    Chapter 16 Witt Rings in Real Algebraic Geometry
Attention for Chapter 7: Hilbert’s 17 th Problem. Quadratic Forms in Real Algebraic Geometry
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