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Root number
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12162 |
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Semester
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HS2026 |
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Type of course
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Lecture |
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Allocation to subject
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Mathematics |
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Type of exam
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not defined |
| Title |
Topology |
| Description |
An introduction to point set topology.
Topology is a fundamental branch of mathematics. It deals with the properties of mathematical structures that are retained under continuous deformations, whereby the concept of continuity is defined in a very general way. Topology is a fundamental discipline and a pillar for a large number of other fields of mathematics. It is particularly important for geometry, analysis, functional analysis and algebraic topology.
A rough breakdown of the lecture is as follows:
Metric spaces, topological spaces, continuous mappings, separation axioms, connectedness, quotient spaces, filters, compactness, product spaces, fundamental group. |
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ILIAS-Link (Learning resource for course)
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Registrations are transmitted from CTS to ILIAS (no admission in ILIAS possible).
ILIAS
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Link to another web site
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| Lecturers |
Prof. Dr.
Jan Draisma, Mathematisches Institut (MAI) - Algebra ✉
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ECTS
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6 |
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Recognition as optional course possible
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Yes |
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Grading
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1 to 6 |
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| Dates |
Monday 10:15-12:00 Weekly
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Wednesday 08:15-10:00 Weekly
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Rooms
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| Students please consult the detailed view for complete information on dates, rooms and planned podcasts. |
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Öffentlicher Bereich
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