## Browse content

### Table of contents

#### Actions for selected chapters

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#### ON CERTAIN THEOREMS OF G. W. WHITEHEAD

G.W. Whitehead

Pages 1-11 - Book chapterAbstract only
#### NOTE ON THE WHITEHEAD PRODUCT

P.J. HILTON

Pages 13-26 - Book chapterAbstract only
#### NOTE ON FIBRE SPACES

I.M. JAMES

Pages 27-35 - Book chapterAbstract only
#### THE HOMOTOPY THEORY OF SPHERE BUNDLES OVER SPHERES (I)

I.M. JAMES

Pages 37-59 - Book chapterAbstract only
#### THE HOMOTOPY THEORY OF SPHERE BUNDLES OVER SPHERES (II)

I.M. JAMES

Pages 61-79 - Book chapterAbstract only
#### ON FIBRE SPACES IN WHICH THE FIBRE IS CONTRACTIBLE

E.H. SPANIER

Pages 81-88 - Book chapterAbstract only
#### OBSTRUCTIONS TO COMPRESSION

E.H. SPANIER

Pages 89-98 - Book chapterAbstract only
#### A FIRST APPROXIMATION TO HOMOTOPY THEORY

E.H. SPANIER

Pages 99-104 - Book chapterAbstract only
#### THE THEORY OF CARRIERS AND

*S*-THEORYE.H. SPANIER

Pages 105-135 - Book chapterAbstract only
#### DUALITY IN HOMOTOPY THEORY

E.H. SPANIER

Pages 137-161 - Book chapterAbstract only
#### DUALITY IN TOPOLOGY

Pages 163-177 - Book chapterAbstract only
#### DUALITY BETWEEN CW-LATTICES

Pages 179-189 - Book chapterAbstract only
#### DUALITY IN RELATIVE HOMOTOPY THEORY

E.H. SPANIER

Pages 191-226 - Book chapterAbstract only
#### HOMOLOGY WITH ZERO COEFFICIENTS

I.M. JAMES

Pages 227-230 - Book chapterAbstract only
#### NOTE ON THE CONDITION

*n-colc*Pages 231-232 - Book chapterAbstract only
#### ON INVOLUTIONS OF SPHERES

Pages 233-235 - Book chapterAbstract only
#### ON 2-SPHERES IN 3-MANIFOLDS

Pages 237-242 - Book chapterAbstract only
#### ON FINITE COCYCLES AND THE SPHERE THEOREM

Pages 243-253 - Book chapterAbstract only
#### A PROOF AND EXTENSION OF DEHN'S LEMMA

ARNOLD SHAPIRO

Pages 255-259 - Book chapterAbstract only
#### THE IMMERSION OF AN OPEN 3-MANIFOLD IN EUCLIDEAN 3-SPACE

Pages 261-270 - Book chapterAbstract only
#### MANIFOLDS WITH TRANSVERSE FIELDS IN EUCLIDEAN SPACE

Pages 271-329 - Book chapterAbstract only
#### IMBEDDING OF MANIFOLDS IN EUCLIDEAN SPACE

R. PENROSE and E.C. ZEEMAN

Pages 331-341 - Book chapterNo access
#### CONTENTS OF VOLUMES I TO IV

Pages 343-347

## About the book

### Description

Algebraic and Classical Topology contains all the published mathematical work of J. H. C. Whitehead, written between 1952 and 1960. This volume is composed of 21 chapters, which represent two groups of papers. The first group, written between 1952 and 1957, is principally concerned with fiber spaces and the Spanier-Whitehead S-theory. In the second group, written between 1957 and 1960, Whitehead returns to classical topology after a long interval, and participates in the renewed assault on the problems which fascinated him most. This book will prove useful to mathematicians.

Algebraic and Classical Topology contains all the published mathematical work of J. H. C. Whitehead, written between 1952 and 1960. This volume is composed of 21 chapters, which represent two groups of papers. The first group, written between 1952 and 1957, is principally concerned with fiber spaces and the Spanier-Whitehead S-theory. In the second group, written between 1957 and 1960, Whitehead returns to classical topology after a long interval, and participates in the renewed assault on the problems which fascinated him most. This book will prove useful to mathematicians.

## Details

### ISBN

978-0-08-009872-2

### Language

English

### Published

1962

### Copyright

Copyright © 1962 Elsevier Ltd. All rights reserved.

### Imprint

Pergamon