Duration:
1 Semester | Turnus of offer:
each summer semester | Credit points:
4 |
Course of studies, specific field and terms: - Bachelor Computer Science 2019 (optional subject), Extended optional subjects, Arbitrary semester
- Bachelor Robotics and Autonomous Systems 2020 (compulsory), mathematics, 2nd semester
- Bachelor Medical Informatics 2019 (compulsory), mathematics, 2nd semester
- Bachelor IT-Security 2016 (optional subject), mathematics, Arbitrary semester
- Bachelor Computer Science 2016 (compulsory), mathematics, 2nd semester
- Bachelor Robotics and Autonomous Systems 2016 (compulsory), mathematics, 2nd semester
- Bachelor Medical Informatics 2014 (compulsory), mathematics, 2nd semester
- Bachelor Computer Science 2014 (compulsory), mathematics, 2nd semester
- Bachelor Medical Informatics 2011 (compulsory), mathematics, 4th semester
- Bachelor MES 2011 (compulsory), mathematics, 2nd semester
- Bachelor Computer Science 2012 (compulsory), mathematics, 4th semester
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Classes and lectures: - Analysis 2 (exercise, 1 SWS)
- Analysis 2 (lecture, 2 SWS)
| Workload: - 15 Hours exam preparation
- 60 Hours private studies
- 45 Hours in-classroom work
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Contents of teaching: | - Integral calculus for functions of one real variable (indefinite integrals, antiderivatives, substitution, partial fractions, definite integrals, fundamental theorem of calculus)
- Sequences and series of functions
- Fourier series (trigonometric polynomials, convergence)
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Qualification-goals/Competencies: - Students understand the advanced terms of analysis, such as even convergence.
- Students understand the advanced thoughts and proof techniques.
- Students can explain advanced relationships in analysis.
- Interdisciplinary qualifications:
- Students can transfer advanced theoretical concepts to similar applications.
- Students can work as a group on complex mathematical problems.
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Grading through: |
Requires: |
Responsible for this module: Teachers: |
Literature: - K. Fritzsche: Grundkurs Analysis 1 + 2
- H. Heuser: Lehrbuch der Analysis 1 + 2
- K. Burg, H. Haf, F. Wille, A. Meister: Höhere Mathematik für Ingenieure
- R. Lasser, F. Hofmaier: Analysis 1 + 2
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Language: |
Notes:Admission requirements for taking the module: - None (the competences of the modules mentioned under ''requires'' are needed for this module, but are not a formal prerequisite). Admission requirements for the examination: - Successful completion of exercises during the semester as specified at the beginning of the semester. - Successful completion of e-tests as specified at the beginning of the semester. Module Exam(s): - MA2500-L1: Analysis 2, written exam, 90min, 100% of the module grade |
Letzte Änderung: 24.9.2021 |
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