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Introduction to the Baum-Connes Conjecture
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Table of Contents
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Book Overview
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Chapter 1
A Biased Motivation: Idempotents in Group Algebras
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Chapter 2
What is the Baum-Connes Conjecture?
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Chapter 3
K -theory for (Group) C*-algebras
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Chapter 4
The Classifying Space for Proper Actions, and its Equivariant K -homology
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Chapter 5
Kasparov’s Equivariant KK -theory
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Chapter 6
The Analytical Assembly Map
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Chapter 7
Some Examples of the Assembly Map
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Chapter 8
A Glimpse into Non-commutative Geometry: Property (RD)
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Chapter 9
The Dirac-dual Dirac Method
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Chapter 10
Lafforgue’s KK Ban Theory
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institution with syllabi
wikipedia
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Citations
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Mendeley
Book overview
1. A Biased Motivation: Idempotents in Group Algebras
2. What is the Baum-Connes Conjecture?
3. K -theory for (Group) C*-algebras
4. The Classifying Space for Proper Actions, and its Equivariant K -homology
5. Kasparov’s Equivariant KK -theory
6. The Analytical Assembly Map
7. Some Examples of the Assembly Map
8. A Glimpse into Non-commutative Geometry: Property (RD)
9. The Dirac-dual Dirac Method
10. Lafforgue’s KK Ban Theory
Summary
Syllabi
Wikipedia
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