Lehrinhalte
separation axioms, compactness, function spaces, connectedness, fundamental group and covering maps and spaces
Literature
Munkres: Topology, Prentice Hall
Bredon: Topology and Geometry, Springer
Ossa: Topologie, Vieweg
Hatcher: Algebraic Topology, Cambridge University Press
Dugundji: Topology, McGraw-Hill
Kelley: General Topology, Ishi Press
Voraussetzungen
recommended: Analysis, Introduction to Algebra
separation axioms, compactness, function spaces, connectedness, fundamental group and covering maps and spaces
Literature
Munkres: Topology, Prentice Hall
Bredon: Topology and Geometry, Springer
Ossa: Topologie, Vieweg
Hatcher: Algebraic Topology, Cambridge University Press
Dugundji: Topology, McGraw-Hill
Kelley: General Topology, Ishi Press
Voraussetzungen
recommended: Analysis, Introduction to Algebra
- Lehrende: Anton Güthge
Semester: ST 2021