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Book Categories |
Preface | ||
1 | Free Groups | 1 |
2 | Schreier's Method | 14 |
3 | Nielsen's Method | 26 |
4 | Free Presentations of Groups | 41 |
5 | Some Popular Groups | 58 |
6 | Finitely-generated Abelian Groups | 74 |
7 | Finite Groups with few Relations | 87 |
8 | Coset Enumeration | 100 |
9 | Presentations of Subgroups | 116 |
10 | Presentations of Group Extensions | 136 |
11 | Relation Modules | 146 |
12 | An Algorithm for N/N' | 160 |
13 | Finite p-groups | 168 |
14 | The Nilpotent Quotient Algorithm | 178 |
15 | The Golod-Shafarevich Theorem | 186 |
16 | Proving some Groups Infinite | 191 |
Guide to the literature and references | 201 | |
Index | 211 | |
Dramatis personae | 216 |
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Add Presentations of Groups, Vol. 15, Emphasizing computational techniques, this book provides an accessible and lucid introduction to combinatorial group theory. Rigorous proofs of all theorems and a light, informal style make Presentations of Groups a self-contained combinatorics class. Num, Presentations of Groups, Vol. 15 to the inventory that you are selling on WonderClubX
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Add Presentations of Groups, Vol. 15, Emphasizing computational techniques, this book provides an accessible and lucid introduction to combinatorial group theory. Rigorous proofs of all theorems and a light, informal style make Presentations of Groups a self-contained combinatorics class. Num, Presentations of Groups, Vol. 15 to your collection on WonderClub |