Sample course plan A Bachelor Technomathematics (TMBS)
Specialisation I. Mathematics, Specialisation II. Informatics, Specialisation III. Engineering Science, Specialisation IV. Subject Specific Focus
Legend: |
Core Qualification Compulsory | Specialisation Compulsory | Focus Compulsory | Thesis Compulsory |
Core Qualification Elective Compulsory | Specialisation Elective Compulsory | Focus Elective Compulsory | Interdisciplinary complement |
LP | | | | | | |
1 | | | | |
Analysis for Technomathematicians (part 1) | Analysis I for Technomathematicians | VL | 4 | Analysis I for Technomathematicians | GÜ | 2 |
| | | | |
Analysis for Technomathematicians (part 2) | Analysis II for Technomathematicians | VL | 4 | Analysis II for Technomathematicians | GÜ | 2 |
| | | | |
Higher Analysis | Higher Analysis | VL | 4 | Higher Analysis | GÜ | 2 |
| | | | |
Foundations of Management | Introduction to Management | VL | 3 | Management Tutorial | GÜ | 2 |
| | | | |
Seminar Technomathematics | Seminar: Technomathematics | SE | 2 |
| | | | |
Numerical Algorithms in Structural Mechanics | Numerical Algorithms in Structural Mechanics | VL | 2 | Numerical Algorithms in Structural Mechanics | GÜ | 2 |
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2 |
3 |
4 |
5 | | | | |
Mathematical Image Processing | Mathematical Image Processing | VL | 3 | Mathematical Image Processing | GÜ | 1 |
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6 |
7 | | | | |
Approximation and Stability | Approximation and Stability | VL | 3 | Approximation and Stability | GÜ | 1 |
| | | | |
Modeling, Simulation and Optimization (EN) | Modeling, Simulation and Optimization | IV | 4 |
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8 |
9 |
10 | | | | |
Linear Algebra for Technomathematicians (part 1) | Linear Algebra 1 for Technomathematicians | VL | 4 | Linear Algebra 1 for Technomathematicians | GÜ | 2 |
| | | | |
Linear Algebra for Technomathematicians (part 2) | Linear Algebra 2 for Technomathematicians | VL | 4 | Linear Algebra 2 for Technomathematicians | GÜ | 2 |
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Numerical Mathematics | Numerical Mathematics | VL | 4 | Numerical Mathematics | GÜ | 2 |
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11 | | | | |
Approximation | Approximation | VL | 4 | Approximation | GÜ | 2 |
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12 |
13 | | | | |
Numerical Methods for Ordinary Differential Equations | Numerical Treatment of Ordinary Differential Equations | VL | 2 | Numerical Treatment of Ordinary Differential Equations | GÜ | 2 |
| |
14 |
15 |
16 |
17 |
18 |
19 | | | | |
Mechanics I (Statics) | Mechanics I | VL | 2 | Mechanics I | GÜ | 2 | Mechanics I | HÜ | 1 |
| | | | |
Programming Paradigms | Programming Paradigms | VL | 2 | Programming Paradigms | HÜ | 1 | Programming Paradigms | PR | 2 |
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Mathematical Stochastics | Mathematical Stochastics | VL | 4 | Mathematical Stochastics | GÜ | 2 |
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Software Engineering | Software Engineering | VL | 2 | Software Engineering | GÜ | 2 |
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20 | | | | |
Functional Programming | Functional Programming | VL | 2 | Functional Programming | HÜ | 2 | Functional Programming | GÜ | 2 |
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21 |
22 |
23 |
24 |
25 | | | | |
Procedural Programming for Computer Engineers | Procedural Programming for Computer Engineers | VL | 1 | Procedular Programming for Computer Engineers | HÜ | 1 | Procedural Programming for Computer Engineers | PR | 2 |
| | | | |
Introduction to Electrical Engineering (Technomathematics) | Introduction to Electrical Engineering | VL | 3 | Introduction to Electrical Engineering | GÜ | 2 |
| | |
26 | | | |
27 | | | |
28 | | | | |
Proseminar Technomathematics | Proseminar Mathematics | SE | 2 |
| | | |
29 | | | |
30 | | | | |
| Non-technical Courses for Bachelors (from catalogue) - 6LP |
| Technical Complementary Course I for Technomathematics (according to Subject Specific Regulations) - 6LP |
| Technical Complementary Course II for Technomathematics (according to Subject Specific Regulations) - 6LP |
The choice of courses from the catalogue is flexible (depends on the semestral work load), provided the necessary number of required credits is reached.