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The Floer Memorial Volume
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Floer’s work on monopoles
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Chapter 2
Monopoles on asymptotically flat manifolds
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Chapter 3
The configuration space of Yang-Mills-Higgs theory on asymptotically flat manifolds
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Chapter 4
Instanton homology and Dehn surgery
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Chapter 5
Some remarks on symplectic monodromy of Milnor fibrations
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Chapter 6
Floer homology
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Chapter 7
Topologie des systèmes de Moser en dimension quatre
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Chapter 8
Morse-Bott theory and equivariant cohomology
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Chapter 9
Some simple continuity properties of symplectic capacities
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Chapter 10
Floer’s work on instanton homology, knots and surgery
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Chapter 11
Fukaya-Floer homology and gluing formulae for polynomial invariants
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Chapter 12
On generating families
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Chapter 13
Floer’s infinite dimensional Morse theory and homotopy theory
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Chapter 14
Periodic solutions of elliptic type for strongly nonlinear Hamiltonian systems
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Chapter 15
Topology of 2-knots in ℝ 4 and symplectic geometry
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Chapter 16
The ends of the monopole moduli space over ℝ 3 # (homology sphere): Part I
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Chapter 17
The ends of the monopole moduli space over ℝ 3 # (homology sphere): Part II
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Chapter 18
Using Floer’s exact triangle to compute Donaldson invariants
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Chapter 19
A symplectic fixed point theorem for toric manifolds
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Chapter 20
Floer homology and Novikov rings
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Chapter 21
Symplectic invariants and Hamiltonian dynamics
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Chapter 22
An irrational ruled symplectic 4-manifold
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Chapter 23
Floer cohomology of Lagrangian intersections and pseudo-holomorphic disks, III: Arnold-Givental Conjecture
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Chapter 24
An obstacle to non-Lagrangian intersections
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Chapter 25
A Mayer-Vietoris model for Donaldson-Floer theory
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Chapter 26
The cup-product on the Thom-Smale-Witten complex, and Floer cohomology
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Chapter 27
The symplectic structure on moduli space
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Chapter 28
Chern-Simons gauge theory as a string theory
Overall attention for this book and its chapters
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Book overview
1. Floer’s work on monopoles
2. Monopoles on asymptotically flat manifolds
3. The configuration space of Yang-Mills-Higgs theory on asymptotically flat manifolds
4. Instanton homology and Dehn surgery
5. Some remarks on symplectic monodromy of Milnor fibrations
6. Floer homology
7. Topologie des systèmes de Moser en dimension quatre
8. Morse-Bott theory and equivariant cohomology
9. Some simple continuity properties of symplectic capacities
10. Floer’s work on instanton homology, knots and surgery
11. Fukaya-Floer homology and gluing formulae for polynomial invariants
12. On generating families
13. Floer’s infinite dimensional Morse theory and homotopy theory
14. Periodic solutions of elliptic type for strongly nonlinear Hamiltonian systems
15. Topology of 2-knots in ℝ 4 and symplectic geometry
16. The ends of the monopole moduli space over ℝ 3 # (homology sphere): Part I
17. The ends of the monopole moduli space over ℝ 3 # (homology sphere): Part II
18. Using Floer’s exact triangle to compute Donaldson invariants
19. A symplectic fixed point theorem for toric manifolds
20. Floer homology and Novikov rings
21. Symplectic invariants and Hamiltonian dynamics
22. An irrational ruled symplectic 4-manifold
23. Floer cohomology of Lagrangian intersections and pseudo-holomorphic disks, III: Arnold-Givental Conjecture
24. An obstacle to non-Lagrangian intersections
25. A Mayer-Vietoris model for Donaldson-Floer theory
26. The cup-product on the Thom-Smale-Witten complex, and Floer cohomology
27. The symplectic structure on moduli space
28. Chern-Simons gauge theory as a string theory
Summary
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University of California-Berkeley
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