UNIVERSITY OF KOBLENZ
Universitätsstraße 1
56070 Koblenz
The following course plan allows compliance with the standard period of study, as the compulsory modules planned for each semester are coordinated by the examination board without any overlap. Variable are the times of the internship (possible in each semester break) and the elective modules.
Semester | code number | Module | CP |
---|---|---|---|
1 (WiSe) | 03MA1101 | Module 01a: Disciplinary and subject-specific pedagogy requirements [Modul 01a: Fachwissenschaftliche und fachdidaktische Voraussetzungen] | 8 |
1 (WiSe) | 03MA1112 | Module 02a: Fundamentals of Mathematics A: Linear Algebra 1 / Analysis 1 [Modul 02a: Grundlagen der Mathematik A: Lineare Algebra 1 / Analysis 1] | 10 |
2 (SuSe) | 03MA1113 | Module 03a: Fundamentals of Mathematics B: Linear Algebra 2 / Analysis 2 [Modul 03a: Grundlagen der Mathematik B: Lineare Algebra 2 / Analysis 2] | 9 |
3 (WiSe) | 03MA1104 | Module 04a: Fundamentals of Mathematics C: Geometry, Elementary Algebra and Number Theory (Part 1) [Modul 04a: Grundlagen der Mathematik C: Geometrie, Elementare Algebra und Zahlentheorie (Teil 1)] | 8 |
4 (SuSe) | 03MA1104 | Module 04a: Fundamentals of Mathematics C: Geometry, Elementary Algebra and Number Theory (Part 2) [Modul 04a: Grundlagen der Mathematik C: Geometrie, Elementare Algebra und Zahlentheorie (Teil 2)] | 3 |
4 (SuSe) | 03MA1105 | Module 05a: Subject-specific pedagogy areas (Part 1) [Modul 05a: Fachdidaktische Bereiche (Teil 1)] | 6 |
5 (WiSe) | 03MA1106 | Module 06: Mathematics as a potential solution A: Modelling and practical mathematics [Modul 06: Mathematik als Lösungspotenzial A: Modellieren und Praktische Mathematik] | 10 |
5 (WiSe) | 03MA1105 | Module 05a: Subject-specific pedagogy areas (Part 2) [Modul 05a: Fachdidaktische Bereiche (Teil 2)] | 3 |
6 (SuSe) | 03MA1107 | Module 07: Mathematics as a potential solution B: Introduction to stochastics [Modul 07: Mathematik als Lösungspotenzial B: Einführung in die Stochastik] | 8 |
6 (SuSe) | BA | Bachelor's thesis | 10 |
|
| Summe | 65+10 |
Semester | code number | Module | CP |
---|---|---|---|
1 (WiSe) | 03MA1131 | Module 01b: Disciplinary and subject-specific pedagogy requirements [Modul 01b: Fachwissenschaftliche und fachdidaktische Voraussetzungen] | 8 |
1 (WiSe) | 03MA1132 | Module 02b: Fundamentals of Mathematics A: Arithmetic [Modul 02b: Grundlagen der Mathematik A: Arithmetik] | 8 |
2 (SuSe) | 03MA1133 | Module 03b: Fundamentals of Mathematics B: Calculus [Modul 03b: Grundlagen der Mathematik B: Sachrechnen] | 8 |
3 (WiSe) | 03MA1134 | Module 04b: Fundamentals of Mathematics C: Geometry, Elementary Algebra and Number Theory [Modul 04b: Grundlagen der Mathematik C: Geometrie, Elementare Algebra und Zahlentheorie] | 8 |
4 (SuSe) | 03MA1135 | Module 05b: Subject-specific pedagogy areas Modul 05b: Fachdidaktische Bereiche | 8 |
6 (SuSe) | BA | Bachelor's thesis | 10 |
|
| Summe | 40+10 |
Semester | Kennnummer | Modul | LP |
---|---|---|---|
1 (WiSe) | 03MA1101 | Module 01a: Disciplinary and subject-specific pedagogy requirements [Modul 01a: Fachwissenschaftliche und fachdidaktische Voraussetzungen] | 8 |
1 (WiSe) | 03MA1162 | Module 02c: Fundamentals of Mathematics A: Linear Algebra 1 / Analysis 1 (Part 1) [Modul 02c: Grundlagen der Mathematik A: Lineare Algebra 1 / Analysis 1 (Teil 1)] | 10 |
2 (SoSe) | 03MA1162 | Module 02c: Fundamentals of Mathematics A: Linear Algebra 1 / Analysis 1 (Part 2) [Modul 02c: Grundlagen der Mathematik A: Lineare Algebra 1 / Analysis 1 (Teil 2)] | 3 |
2 (SoSe) | 03MA1113 | Module 03a: Fundamentals of Mathematics B: Linear Algebra 2 / Analysis 2 [Modul 03a: Grundlagen der Mathematik B: Lineare Algebra 2 / Analysis 2] | 9 |
3 (WiSe) | 03MA1106 | Module 06: Mathematics as a potential solution A: Modelling and practical mathematics | 10 |
4 (SoSe) | BA | Bachelor's thesis | 10 |
|
| Summe | 40+10 |