19214301 Lecture

SoSe 17: Differentialgeometrie II

Mathew Langford

Comments

Contents: A selection of the following topics

  • Introduction to differential geometry
  • Connections, metrics and curvature
  • Geodesics, the exponential map and the Theorem of Hopf-Rinow
  • Submanifolds of Euclidean space
  • Spaces of constant curvature
  • Relationship between curvature and Topology (e.g. Theorems of Myers, Hadamard-Cartan, Klingenberg, Bishop-Gromov)

Literatur (further literature will be given in the lecture)

  • Isaac Chavel, Riemannian geometry: a modern introduction
close

Suggested reading

Literaturangaben: Riemannian Geometry: A Modern Introduction by Isaac Chavel

14 Class schedule

Regular appointments

Tue, 2017-04-18 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-04-25 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-05-02 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-05-09 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-05-16 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-05-23 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-05-30 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-06-06 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-06-13 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-06-20 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-06-27 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-07-04 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-07-11 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Tue, 2017-07-18 10:00 - 14:00

Location:
A3/SR 119 Seminarraum (Arnimallee 3-5)

Subjects A - Z