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Events
External Event

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MPI for Mathematics in the Sciences

E2 10 (Leon-Lichtenstein)

seminar

14.10.26 03.02.27

External Event

seminar

14.10.26 03.02.27

External Event

- Upcoming Events
- Previous Events

Upcoming Events of this Seminar

talk

14.10.26, 11:15

to be announced to be announced

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talk

21.10.26, 11:15

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talk

28.10.26, 11:15

to be announced to be announced

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talk

04.11.26, 11:15

to be announced to be announced

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talk

11.11.26, 11:15

to be announced to be announced

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talk

18.11.26, 11:15

to be announced to be announced

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talk

25.11.26, 11:15

to be announced to be announced

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talk

02.12.26, 11:15

to be announced to be announced

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talk

09.12.26, 11:15

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talk

16.12.26, 11:15

to be announced to be announced

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talk

06.01.27, 11:15

to be announced to be announced

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talk

13.01.27, 11:15

to be announced to be announced

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talk

20.01.27, 11:15

to be announced to be announced

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talk

27.01.27, 11:15

to be announced to be announced

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talk

03.02.27, 11:15

to be announced to be announced

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Previous Events


30.01.25	Anna Wienhard (MPI MiS, Leipzig) : Von dünnen Dreiecken und parallelen Geraden – Ein Ausflug in die Welt der Geometrie Die Grundlagen der Geometrie haben wir in der Schule gelernt. Wir wissen, dass die kürzeste Verbindung zwischen zwei Punkten eine gerade Linie ist oder dass die Summe der Innenwinkel in einem Dreieck immer 180 Grad beträgt. Was aber, wenn das alles gar nicht stimmt – oder nicht immer stimmt? In diesem Vortrag gehen wir auf eine Reise in die hyperbolische Geometrie, deren Entdeckung im 19. Jahrhundert die Mathematik revolutioniert hat.

30.01.25

Anna Wienhard (MPI MiS, Leipzig) : Von dünnen Dreiecken und parallelen Geraden – Ein Ausflug in die Welt der Geometrie

Die Grundlagen der Geometrie haben wir in der Schule gelernt. Wir wissen, dass die kürzeste Verbindung zwischen zwei Punkten eine gerade Linie ist oder dass die Summe der Innenwinkel in einem Dreieck immer 180 Grad beträgt. Was aber, wenn das alles gar nicht stimmt – oder nicht immer stimmt? In diesem Vortrag gehen wir auf eine Reise in die hyperbolische Geometrie, deren Entdeckung im 19. Jahrhundert die Mathematik revolutioniert hat.