The mathematical works of J.H.C. Whitehead. Volume IV, Algebraic and classical topology /

Volume four of the collected mathematical works of J.H.C. Whitehead contains papers written between 1952 and 1960. Between 1952 and 1957, these are concerned with fibre spaces and the Spanier-Whitehead S-theory. In those between 1957-1960, Whitehead returns to classical topology, and participates in...

Full description

Bibliographic Details
Call Number:Libro Electrónico
Main Authors: Whitehead, John Henry Constantine, 1904-1960 (Author), James, I. M. (Ioan Mackenzie), 1928- (Author, Editor), Hilton, Peter, 1923-2010 (Author), Spanier, Edwin Henry, 1921- (Author), Shapiro, Arnold, 1921-1962 (Author), Penrose, Roger (Author), Zeeman, E. C. (Erik Christopher), 1925- (Author)
Format: Electronic eBook
Language:Inglés
Published: Oxford : Pergamon Press, 1962.
Subjects:
Topology.
Manifolds (Mathematics)
Fiber spaces (Mathematics)
Homotopy theory.
Lattice theory.
Mathematics > Research.
Topologie.
Vari�et�es (Math�ematiques)
Espaces fibr�es (Math�ematiques)
Homotopie.
Th�eorie des treillis.
MATHEMATICS > Topology.
Mathematics > Research
Lattice theory
Homotopy theory
Topology
Online Access:Texto completo
Table of Contents:
  • Publications of J.H.C. Whitehead
  • On certain theorems of G.W. Whitehead
  • Note on the Whitehead product / with P.J. Hilton
  • Note on fibre spaces / with I.M. James
  • The homotopy theory of sphere bundles over spheres (I) / with I.M. James
  • The homotopy theory of sphere bundles over spheres (II) / with I.M. James
  • On fibre spaces in which the fibre is contractible / with E.H. Spanier
  • Obstructions to compression / with E.H. Spanier
  • A first approximation to homotopy theory / with E.H. Spanier
  • The theory of carriers and S-theory / with E.H. Spanier
  • Duality in homotopy theory / with E.H. Spanier
  • Duality in topology
  • Duality between CW-lattices
  • Duality in relative homotopy theory / with E.H. Spanier
  • Homology with zero coefficients / with I.M. James
  • None on the condition n-colc
  • On involutions of spheres
  • On 2-spheres in 3-manifolds
  • On finite cocycles and the sphere theorem
  • A proof and extension of Dehn's lemma / with Arnold Shapiro
  • The immersion of an open 3-manifold in Euclidean 3-space
  • Manifolds with transverse fields in Euclidean space
  • Imbedding of manifolds in Euclidean space / with R. Penrose and E.C. Zeeman
  • Contents of volumes I to IV.

Similar Items