Archived academic programme
Faculty of History, Philosophy and Theology / Department of History
The subdivisions may differ in the individual semesters
Short form | Complete name | Status | Credit points |
Number of individual records of achievement* |
---|---|---|---|---|
HistO | Servicekurse Historisches Orientierungswissen | Modul | ||
Modul 1.2 | 1.2 Grundmodul Antike | Modul | 9 | 1ub |
Modul 1.3 | 1.3 Grundmodul Mittelalter-Frühe Neuzeit/Moderne | Modul | 18 | 1b |
Modul 2.11 | 2.11 Erweitertes fachdidaktisches Modul | Modul | ||
Modul 3.6 | 3.6 Gesellschaftswissenschaftliches Hauptmodul | Modul | ||
1.2.1 | 1.2.1 | Moduluntergliederung | ||
1.2.2 | 1.2.2 | Moduluntergliederung | ||
1.2.3 | 1.2.3 | Moduluntergliederung | ||
1.2.4 | 1.2.4 | Moduluntergliederung | ||
1.2.5 | 1.2.5 | Moduluntergliederung | ||
1.2.6 | 1.2.6 | Moduluntergliederung | ||
1.2.7 | 1.2.7 | Moduluntergliederung | ||
1.2.8 | 1.2.8 | Moduluntergliederung | ||
1.3.1 | 1.3.1 | Moduluntergliederung | ||
1.3.2 | 1.3.2 | Moduluntergliederung | ||
1.3.3 | 1.3.3 | Moduluntergliederung | ||
1.3.4 | 1.3.4 | Moduluntergliederung | ||
1.3.5 | 1.3.5 | Moduluntergliederung | ||
1.3.6 | 1.3.6 | Moduluntergliederung | ||
1.3.7 | 1.3.7 | Moduluntergliederung | ||
1.3.8 | 1.3.8 | Moduluntergliederung | ||
1.3.9 | 1.3.9 | Moduluntergliederung | ||
3.6.1 | 3.6.1 | Moduluntergliederung | ||
3.6.10 | 3.6.10 | Moduluntergliederung | ||
3.6.11 | 3.6.11 | Moduluntergliederung | ||
3.6.12 | 3.6.12 | Moduluntergliederung | ||
3.6.2 | 3.6.2 | Moduluntergliederung | ||
3.6.3 | 3.6.3 | Moduluntergliederung | ||
3.6.4 | 3.6.4 | Moduluntergliederung | ||
3.6.5 | 3.6.5 | Moduluntergliederung | ||
3.6.6 | 3.6.6 | Moduluntergliederung | ||
3.6.7 | 3.6.7 | Moduluntergliederung | ||
3.6.8 | 3.6.8 | Moduluntergliederung | ||
3.6.9 | 3.6.9 | Moduluntergliederung |
* In the information on the number of individual records of achievement, the short forms 'b' for graded and 'ub' for ungraded examinations are being used. A module including one graded and 2 ungraded records of achievements is represented as follows: 1b, 2ub