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Topics in topology: The h-cobordism theorem and characteristic classes Semester SoSe 2025
Lecturer Stefan Friedl
Type of course (Veranstaltungsart) Vorlesung
German title H-Kobordismussatz und charakteristische Klassen
Contents We will prove the h-cobordism theorem which implies in particular that every smooth homotopy sphere of dimension n> 5 is homeomorphic to S^n. We will also develop the theory of characteristic classes. Using the Hirzebruch signature theorem we will show that there exist exotic smooth structures on S^7.
Literature there will be lecture notes
Recommended previous knowledge basics of differential topology, cohomology
Time/Date Tuesday and Thursday 10-12
Location M 102
Registration- Registration for course work/examination/ECTS: FlexNow
Course work (Studienleistungen)- Successful participation in the exercise classes: there will be a weekly exercise sheet, the
time of the exercise class will be fixed in the first lecture Examination (Prüfungsleistungen)- Oral exam: Duration: 25 minutes , Date: TBA, re-exam: Date:
Modules BV, MV, MGAGeo
ECTS 9
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