Essential elements of point set topology and polyhedral topology, spring 2009

Last modified by hhonkasa@helsinki_fi on 2024/03/27 09:58

Essential elements of point set topology and polyhedral topology, spring 2009

Lecturer

Ari Adjangba

Scope

10 cu.

Type

Advanced studies

Lectures

Weeks 3-9 and 11-18, Monday 12-14 in room C131, Thursday 10-12 in room B321.

Easter holiday 9.-15.4.

The course is cancelled due to lack of students.

Subjects to be discussed

  • Introduction to topology
  • Induced topology
  • Coinduced topology
  • Compactness
  • Separation
  • Connectedness
  • Various general facts on topological groups
  • Polyhedra
  • Triangulation
  • Topology and approximation
  • Link and star technique

Bibliography

  • Introduction to Topology and Modern Analysis (George F. Simmons)
  • Lectures on Polyhedral Topology (John R. Stallings)

Registration at the first lecture

Exercise groups

Group

Day

Time

Place

Instructor

1.

Friday

14-16

C129

Ari Adjangba