Splitting in Topological Groups
Share this pageK. H. Hofmann; P. Mostert
Table of Contents
Table of Contents
Splitting in Topological Groups
- INTRODUCTION 14 free
- I. CROSSED ENDOMORPHISMS AND SPLITTING OF GROUPS 58 free
- II. THE RADICAL AND THE CROSSED RADICAL 1215
- III. QUOTIENT SPACES WITH INVARIANT MEANS 1518
- IV. FIRST APPLICATION 2023
- V. SPLITTING OF VECTOR SUBGROUPS WITH COMPACT QUOTIENT 2124
- VI. SECOND APPLICATION 2427
- VII. NORMAL HILBERT SUBGROUPS IN TOPOLOGICAL GROUPS 2528
- VIII. SPLITTING OF VECTOR SOLVABLE SUBGROUPS 3033
- IX. A DIGRESSION INTO LOCALLY COMPACT GROUPS 3235
- X. SPLITTING CENTRAL VECTOR GROUPS IN TOPOLOGICAL GROUPS 3740
- XI. EXAMPLES OF NON-SPLITTING EXTENSIONS 4245
- XII. LOCALLY COMPACT GROUPS WITH INVARIANT NEIGHBORHOODS OF THE IDENTITY 4952
- XIII. SIXTH APPLICATION 6063
- XIV. UNIMODULARITY 6467
- BIBLIOGRAPHY 6770
- APPENDIX 6972