E-grāmata: Geometry and Topology: Manifolds: Varieties, and Knots [Taylor & Francis e-book]

1. Introduction to resolution towers
2. A geometric construction of the
boundedly controlled Whitehead group
3. An introduction to boundedly
controlled simple homotopy theory
4. On certain branched cyclic covers of S3
5. A geometric interpretation of Siebenmanns periodicity phenomenon
6.
Regular convex cell complexes
7. Gauge theory and smooth structures on
4-manifolds
8. Algebraic varieties which arc a disjoint union of subvarieties
9. The lower central series of generalized pure braid groups
10. Implication
of the geometrization conjecture for the algebraic K-theory of 3-manifolds
11. On the diffeomorphism types of certain elliptic surfaces
12. Deformations
of flat bundles over Kahler manifolds
13. Imbeddings of knot groups in knot
groups
14. Geometric Hopfian and non-Hopfian situations
15. Deformations of
totally geodesic foliations
16. Automorphisms of punctured-surface bundles
17. Lattice gauge fields and Chern-Weil theory
18. Intrinsic skeleta and
intersection homology of weakly stratified sets
19. Isolated critical points
of maps from R4 to R2 and a natural splitting of the Milnor number of a
classical fibred link, part II
20. Covering theorems for open surfaces
21.
Equivaniant handles in finite group actions
22. The role of knot theory in
DNA research
23. Continuous versus discrete symmetry
24. The knotting of
theta curves and other graphs in S3

Martin A. Mccrory (Author)