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Equivariant Surgery and Classification of Finite Group Actions on Manifolds
 
Front Cover for Equivariant Surgery and Classification of Finite Group Actions on Manifolds
Available Formats:
Electronic ISBN: 978-1-4704-0799-5
Product Code: MEMO/71/379.E
List Price: $26.00
MAA Member Price: $23.40
AMS Member Price: $15.60
Front Cover for Equivariant Surgery and Classification of Finite Group Actions on Manifolds
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Equivariant Surgery and Classification of Finite Group Actions on Manifolds
Available Formats:
Electronic ISBN:  978-1-4704-0799-5
Product Code:  MEMO/71/379.E
List Price: $26.00
MAA Member Price: $23.40
AMS Member Price: $15.60
  • Book Details
     
     
    Memoirs of the American Mathematical Society
    Volume: 711988; 117 pp
    MSC: Primary 57;
  • Table of Contents
     
     
    • Chapters
    • 0. Statement of results
    • 1. Discrete invariants of a $G$ manifold ($G$ posets)
    • 2. Equivariant finiteness obstructions
    • 3. Bundle data, ambient maps, cobordism, and the surgery sequence
    • 4. Equivariant surgery and normal cobordism
    • 5. Surgery below the middle dimension, simple $G$ homotopy theory, and simple $G$ surgery theory
    • 6. Surgery in the middle dimension and the $\pi $-$\pi $ theorem
    • 7. Addition of equivariant surgery obstructions
    • 8. The exact surgery sequence
    • 9. Computation of equivariant surgery obstruction groups
    • 10. Rational surgery obstructions
    • 11. Classification of group actions on disks
    • 12. Closed $G$ manifolds which are not $G$ homotopy equivalent to a finite $G$ CW-complexes
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Volume: 711988; 117 pp
MSC: Primary 57;
  • Chapters
  • 0. Statement of results
  • 1. Discrete invariants of a $G$ manifold ($G$ posets)
  • 2. Equivariant finiteness obstructions
  • 3. Bundle data, ambient maps, cobordism, and the surgery sequence
  • 4. Equivariant surgery and normal cobordism
  • 5. Surgery below the middle dimension, simple $G$ homotopy theory, and simple $G$ surgery theory
  • 6. Surgery in the middle dimension and the $\pi $-$\pi $ theorem
  • 7. Addition of equivariant surgery obstructions
  • 8. The exact surgery sequence
  • 9. Computation of equivariant surgery obstruction groups
  • 10. Rational surgery obstructions
  • 11. Classification of group actions on disks
  • 12. Closed $G$ manifolds which are not $G$ homotopy equivalent to a finite $G$ CW-complexes
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