This volume is devoted to the study of groups. Chapters 2 to 4 introduce the basic notions of groups (with operators) and their homomorphisms including presentations for groups by generators and relations. Chapter 5 considers direct and semidirect products. Chapters 6 to 8 establish Sylow theorems and study Abelian soluble and nilpotent groups. Finally chapter 9 returns to geometry and studies finite subgroups of rotations in R3. The text is rich in examples and exercises and develops the subject at a leisurely pace.
Publisher: Narosa Publishing House
Number of pages: 280
Weight: 596 g
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