International Tables for Crystallography (2011). Vol. A1. ch. 1.4, pp. 27-40
https://doi.org/10.1107/97809553602060000793 |
Chapter 1.4. The mathematical background of the subgroup tables
Contents
- 1.4. The mathematical background of the subgroup tables (pp. 27-40) | html | pdf | chapter contents |
- 1.4.1. Introduction (p. 27) | html | pdf |
- 1.4.2. The affine space (pp. 27-29) | html | pdf |
- 1.4.3. Groups (pp. 29-33) | html | pdf |
- 1.4.3.1. Groups (pp. 29-30) | html | pdf |
- 1.4.3.2. Actions of groups on sets (pp. 30-31) | html | pdf |
- 1.4.3.3. The Sylow theorems (pp. 31-32) | html | pdf |
- 1.4.3.4. Isomorphisms (p. 32) | html | pdf |
- 1.4.3.5. Isomorphism theorems (pp. 32-33) | html | pdf |
- 1.4.3.6. An example (p. 33) | html | pdf |
- 1.4.4. Space groups (pp. 33-35) | html | pdf |
- 1.4.5. Maximal subgroups (pp. 35-37) | html | pdf |
- 1.4.6. Quantitative results (pp. 37-38) | html | pdf |
- 1.4.7. Qualitative results (pp. 38-39) | html | pdf |
- 1.4.8. Minimal supergroups (pp. 39-40) | html | pdf |
- References | html | pdf |