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| Detailinformationen |
| Quellcurriculum |
Masterstudium Computational Mathematics 2025W |
| Lernergebnisse |
Kompetenzen |
| (*)Students develop a solid understanding of some advanced topics in algebra.
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| Fertigkeiten |
Kenntnisse |
(*)- Prove and disprove statements related to the theorems presented in the course.
- Produce examples and counterexamples for the concepts presented in the course.
- Put the contents of introductory courses on algebra into a larger context.
- Reproduce proofs of classical results on the subject.
- Regognize in nontrivial situations whether given algebraic structures are isomorphic.
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(*)Groups and semigroups, Rings and modules, Galois theory, valued fields.
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| Beurteilungskriterien |
(*)At the end of the semester, a written exam will be given
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| Abhaltungssprache |
Englisch |
| Literatur |
(*)- Thomas W. Hungerford, Algebra, Springer Verlag
- Günter F. Pilz, Algebra, Ein Reiseführer durch die schönsten Gebiete, Trauner Verlag
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| Lehrinhalte wechselnd? |
Nein |
| Frühere Varianten |
Decken ebenfalls die Anforderungen des Curriculums ab (von - bis)
201ADMAALGV20: VL Algebra (2020W-2023S)
TM1WJVOALGE: VL Algebra (2004S-2020S)
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