A course on finite groups/
Harvey E. Rose
- New York: Springer, 2009.
- xii, 311 p. : ill. ; 24 cm.
1. Introduction 2. The Group Concept 3. Elementary Group Properties 4. Group Construction and Representation 5. Homomorphisms 6. Action and the Orbit-Stabiliser Theorem 7. Groups and Sylow Theory 8. Products and Abelian Groups.- 9. Groups of Order 24 Three Examples 10. Series, Jordan-Hoelder Theorem and the Extension Problem 11. Nilpotency 12. Solubility 13. Simple Groups of Order Less than 10000 14. Appendices A to E.