Collected Papers of John Milnor, Volume 4 |
Contents
Introduction 3 | 21 |
On spaces having the homotopy type of a CWcomplex 1959 | 35 |
Introduction | 57 |
On the Steenrod homology theory 19611995 | 83 |
On axiomatic homology theory 1962 | 99 |
On the homology of Lie groups made discrete 1983 | 117 |
Introduction | 133 |
On simply connected 4manifolds 1958 | 151 |
Microbundles Part I 1964 | 199 |
Introduction | 257 |
Foliations and foliated vector bundles 1970 | 279 |
The work of M H Freedman 1986 | 321 |
The Poincaré conjecture one hundred years later 2006 | 337 |
Topology of manifolds in the 50s and 60s 2006 | 345 |
| 357 | |
| 363 | |
Common terms and phrases
2-sphere 3-manifolds abelian Amer Annals of Math axioms canonical Čech cohomology classifying space codimension codimension q foliation combinatorial compact completes the proof construction Corollary corresponding countable curvature CW-complex defined definition denote diffeomorphic differentiable structure dimension dimensional embedded Euclidean space exact sequence example fiber fibration foliating map foliation F functor fundamental group geometric given Haefliger hence homeomorphic homology theory homotopy classes homotopy equivalence homotopy groups homotopy type Hopf induced integrable homotopy invariant isomorphic isomorphism-germ J. H. C. Whitehead John Milnor l-plane leaf Lemma locally finite map f Mathematics metric microbundle neighborhood normal bundle oriented pair paper piecewise linear PL-homeomorphism Poincaré conjecture Pontrjagin Princeton Proc proof of Theorem proved quadratic form Ricci flow simplex simplicial complex smooth manifold smoothable sphere Steenrod subset tangent bundle Thurston topological manifold torus total space transverse triangulation trivial unique vector bundle vector space zero