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401-2554-00L 6 Credits
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Topology

Topologie

Lecturers & Examiners: Prof. em. Dr. Richard Pink
VVZ CR n/a

Last Updated: 2026-02-05 15:02:35

Abstract

metric, topological spaces, bases, subbases, continuous maps,(arcwise) connectedness, separation properties, compactness, countability axioms,subspace, product, quotient topology, gluing,construction of continuous maps, paracompactness, partitions of unity,spaces of maps, completion of metric spaces,simplicial complexes, compact surfaces,homotopy, fundamental group, coverings

Resources

Literature

Jänich, Klaus: Topologie Reihe: Springer-Lehrbuch, 8. Aufl., 2005, ISBN: 3-540-21393-7

General Information

Language
German
Frequency
Yearly recurring

Examination

Type
session examination
Mode
oral 20 minutes

Course Components

Type Title Time & Place Hours
lecture Topologie
  • Mon 10:15-12:00 (HG G 5)
  • Thu 14:15-15:00 (HG D 1.2)
  • 30.03 Date 15:15-17:00 (HG D 1.2)
3 h weekly
exercise Topologie
  • Wed 15:15-17:00 (HG F 26.1)
  • Wed 15:15-17:00 (HG F 26.3)
  • Wed 15:15-17:00 (HG G 26.5)
2 h weekly

Offered In