This book, which was originally published in 1965, shows the student meeting modern algebra for the first time what it is all about.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preface Introduction Bibliography Part I. Algebraic Structure: 1. One-process algebra 2. Neutral elements and inverse operations 3. The group structure 4. Euclidean spaces 5. Two-process algebra: vector spaces 6. Two-process algebra: single set, rings and fields 7. Subsets 8. Theory of numbers: congruences 9. Modules of integers 10. Polynomial forms Part II. Matrices: 11. Matrices and mappings 12. The elementary manipulation of matrices 13. Matrices of orders 2 and 3 14. Partitioned matrices 15. Mappings and vector spaces 16. Linear equations: rank Part III. Introduction to more Advanced Work: 17. Quadratic forms: eigenvectors 18. Eigenvalues and eigenvectors: special matrices 19. Some abstract conceptions 20. Some matrix groups Index.
Preface Introduction Bibliography Part I. Algebraic Structure: 1. One-process algebra 2. Neutral elements and inverse operations 3. The group structure 4. Euclidean spaces 5. Two-process algebra: vector spaces 6. Two-process algebra: single set, rings and fields 7. Subsets 8. Theory of numbers: congruences 9. Modules of integers 10. Polynomial forms Part II. Matrices: 11. Matrices and mappings 12. The elementary manipulation of matrices 13. Matrices of orders 2 and 3 14. Partitioned matrices 15. Mappings and vector spaces 16. Linear equations: rank Part III. Introduction to more Advanced Work: 17. Quadratic forms: eigenvectors 18. Eigenvalues and eigenvectors: special matrices 19. Some abstract conceptions 20. Some matrix groups Index.
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