Alternating and Symmetric Groups As Quotients of G5,6,36

Kapitel in diesem Buch

1. I-IV I
2. Preface V
3. On the Rank of a Finite Product of Two p-Groups 1
4. Locally Soluble Products of Two Minimax Subgroups 9
5. A Group-Theoretic Reduction of J. H. C. Whitehead's Asphericity Question 15
6. Efficiency and Direct Products of Groups 25
7. Zeta Function of Finitely Generated Nilpotent Groups 35
8. Cyclic Presentations and 3-Manifolds 47
9. Combing Lattices in Semisimple Lie Groups 57
10. Nielsen Transformations and Applications: A Survey 69
11. Groups Satisfying the Minimal Condition on Certain Non-Normal Subgroups 107
12. Cockcroft Complexes and the Plus Construction 119
13. On the Solution of the Dimension Subgroup Problem 127
14. Triangle Groups and Their Generalisations 135
15. Some Results on Hadamard Groups 149
16. The Growth of the Trefoil Group 157
17. Derivations of Group Algebras of the Infinite Dihedral Group 163
18. Cyclic Conjugacy Separability of Groups 173
19. Some Results and Problems Arising from a Question of Paul Erdös 181
20. On Locally Graded Groups 189
21. Groups with Ordered Structures 199
22. Finite Groups with Trivial Multiplicator and Large Deficiency 211
23. TI-Subgroups of Finite Groups 227
24. On the Fibonacci Groups, the Tbrk's Head Links and Hyperbolic 3-Manifolds 231
25. Alternating and Symmetric Groups As Quotients of G5,6,36 241
26. Covering Groups by Subgroups 249
27. Kleinian Groups Generated by Rotations 251
28. From Geometries to Loops and Groups 257
29. A Simplification of Golod's Example 263
30. Restricted Movement for Intransitive Group Actions 267
31. A Class of Inefficient Groups with Symmetric Presentation 277
32. On Quasi Left Groups 285
33. Generic Elements in Certain Groups 289
34. Geometric Understanding of the Angle between Subgroups 295
35. Augmentation Quotients of Integral Group Rings 303
36. On the Nielsen and Whitehead Methods in Combinatorial Group Theory and Topology 317
37. List of Participants 339