| INFB Mathematics I | Course | INF | |
|---|---|---|---|
| Lecturers : |
Prof. Dr. Duc Khiem Huynh
|
Term | 1 |
| Course Classification : | Bachelor Informatik | CH | 4 |
| Language : | Deutsch/Englisch | Type | VÜ |
| Type of examination : | PL | Credits | 5 |
| Method of evaluation : | written examination 120 min | ||
| Requirements : | |||
| Cross References : | |||
| Previous knowledges : | |||
| Aids and special features : | Mode of Assessment: Additional assessments during the semester may be included in the final grading. | ||
| Teaching aims : | The students lose their timidity of mathematics. They learn about the importance of mathematics for computer science. They are able to apply mathematical tools in concrete computer science applications. They are familiar with mathematical thinking (abstraction, precision, logical reasoning). They are proficient in using the language of mathematical formulae. They are able to express concepts in different representations (graphical, formulae,…) and to translate between different representations. They are familiar with abstract concepts such as equivalence classes, injective/surjective/bijective functions. They are able to solve the following problems: • modelling using sets • modelling using functions • compute limits of sequences and geometric series • using the rules of differentiation • using modulo arithmetics in Zm | ||
| Contents : | Sets and set operations, power set, cartesian product, binomial coefficients | ||
| Literature : | Hagerty R.: Diskrete Mathematik für Informatiker, Bonn: Addison-Wesley, 2004 Schubert M.: Mathematik für Informatiker. Wiesbaden: Vieweg und Teubner Verlag 2009 Socher R.: Mathematik für Informatiker. München: Hanser 2011 Teschl S. und Teschl G.: Mathematik für Informatiker, Band 1, Diskrete Mathematik und Lineare Algebra. 3. Aufl. Berlin, Heidelberg: Springer 2008 | ||