Book:Ian D. Macdonald/The Theory of Groups

Subject Matter

 * Group Theory

Contents

 * Preface
 * $1$. Some examples of groups
 * $2$. Basic theorems and concepts
 * $3$. Complexes and subgroups
 * $4$. Normal subgroups and factor groups
 * $5$. Finitely generated abelian groups
 * $6$. Normal structure
 * $7$. Sylow theorems
 * $8$. Generators and relations
 * $9$. Nilpotent groups
 * $10$. Soluble groups
 * $11$. Survey of examples
 * REVISION PROBLEMS
 * APPENDIX
 * NOTE ON FURTHER READING
 * INDEX



Source work progress
* : $\S 1$: Some examples of groups: Example $1.13$


 * Redoing from start:


 * : $\S 1$: Some examples of groups