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Book Categories |
Preface | ||
Ch. 0 | Introduction | 1 |
Ch. 1 | A division algebra is a central simple algebra | 5 |
Ch. 2 | Azumaya algebras at the generic point | 11 |
Ch. 3 | The Brauer group | 20 |
Ch. 4 | Form of matrices | 27 |
Ch. 5 | Torsion question | 32 |
Ch. 6 | Galois extensions | 37 |
Ch. 7 | Crossed products and cohomology | 44 |
Ch. 8 | Corestriction | 55 |
Ch. 9 | Orders and regular domains | 61 |
Ch. 10 | Ramification | 67 |
Ch. 11 | Specialization and lifting | 73 |
Ch. 12 | Lattice methods | 79 |
Ch. 13 | Brauer Severi varieties | 89 |
Ch. 14 | Generic division algebra | 102 |
Bibliography | 117 |
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