A Course on Elation Quadrangles
Koen Thas
Ghent University, Belgium
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| FrontmatterDownload pp. i–vi | |
| PrefaceDownload pp. vii–x | |
| ContentsDownload pp. xi–xii | |
| 1 | Generalized quadranglespp. 1–15 |
| 2 | The Moufang conditionpp. 16–23 |
| 3 | Elation quadranglespp. 24–30 |
| 4 | Some features of special -groupspp. 31–43 |
| 5 | Parameters of elation quadrangles and structure of elation groupspp. 44–49 |
| 6 | Standard elations and flock quadranglespp. 50–63 |
| 7 | Foundations of EGQspp. 64–77 |
| 8 | Elation quadrangles with nonisomorphic elation groupspp. 78–83 |
| 9 | Application: Existence of translation netspp. 84–85 |
| 10 | Elations of dual translation quadranglespp. 86–90 |
| 11 | Local Moufang conditionspp. 91–103 |
| Bibliographypp. 105–109 | |
| Symbolspp. 111–112 | |
| Indexpp. 113–117 |