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Singular Intersection Homology

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Author(s): Greg Friedman
Series: New Mathematical Monographs 33
Publisher: CUP
Year: 2020

Language: English
Pages: 798

Contents
Preface
Notations and Conventions
1 Introduction
2 Stratified Spaces
3 Intersection Homology
4 Basic Properties of Singular and PL Intersection
Homology
5 Mayer–Vietoris Arguments and Further Properties of
Intersection Homology
6 Non-GM Intersection Homology
7 Intersection Cohomology and Products
8 Poincaré Duality
9 Witt Spaces and IP Spaces
10 Suggestions for Further Reading
A - Algebra
B - An Introduction to Simplicial and PL Topology
References
Glossary of Symbols
Index