Book contents
- Frontmatter
- Contents
- Introduction
- 1 Projective class and torsion
- 2 Graded and bounded categories
- 3 End invariants
- 4 Excision and transversality in K-theory
- 5 Isomorphism torsion
- 6 Open cones
- 7 K-theory of C1(A)
- 8 The Laurent polynomial extension category A[z, z–1]
- 9 Nilpotent class
- 10 K-theory of A[z, z–1]
- 11 Lower K-theory
- 12 Transfer in K-theory
- 13 Quadratic L-theory
- 14 Excision and transversality in L-theory
- 15 L-theory of C1(A)
- 16 L-theory of A[z, z–1]
- 17 Lower L-theory
- 18 Transfer in L-theory
- 19 Symmetric L-theory
- 20 The algebraic fibering obstruction
- References
- Index
5 - Isomorphism torsion
Published online by Cambridge University Press: 10 October 2009
Book contents
- Frontmatter
- Contents
- Introduction
- 1 Projective class and torsion
- 2 Graded and bounded categories
- 3 End invariants
- 4 Excision and transversality in K-theory
- 5 Isomorphism torsion
- 6 Open cones
- 7 K-theory of C1(A)
- 8 The Laurent polynomial extension category A[z, z–1]
- 9 Nilpotent class
- 10 K-theory of A[z, z–1]
- 11 Lower K-theory
- 12 Transfer in K-theory
- 13 Quadratic L-theory
- 14 Excision and transversality in L-theory
- 15 L-theory of C1(A)
- 16 L-theory of A[z, z–1]
- 17 Lower L-theory
- 18 Transfer in L-theory
- 19 Symmetric L-theory
- 20 The algebraic fibering obstruction
- References
- Index
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- Lower K- and L-theory , pp. 46 - 53Publisher: Cambridge University PressPrint publication year: 1992