News

Evaluation

Written on 10.07.25 (last change on 10.07.25) by Gabriela Weitze-Schmithuesen

As we discussed yesterday in the lecture you can find the link to the evaluation under "Information->Materials".

I just realized that the form only exists in German. I am very sorry about this!!

Please feel very free to add comments about the exercises and the exercise sections under… Read more

As we discussed yesterday in the lecture you can find the link to the evaluation under "Information->Materials".

I just realized that the form only exists in German. I am very sorry about this!!

Please feel very free to add comments about the exercises and the exercise sections under "Kommentare" since - because of the small number of participants - we have no extra from for the exercise section. It would be great if many of you would participate: We need five participants to obtain the full feedback  and four participants to obtain a restricted feedback!

You can fill in the form until tomorrow (Friday, July 11)

Exams

Written on 09.07.25 by Gabriela Weitze-Schmithuesen

The exams will be at August 19th and September 17th (see also below on the cms-main page). IMPORTANT: Please register at the latest one week in advance! 

Starting informations for the lecture

Written on 04.04.25 (last change on 06.04.25) by Gabriela Weitze-Schmithuesen

Dear participants of the lecture GGT,

since the lecture is starting next week here are some first information:

The first lecture is on Monday, April 7, at 14:00 in SR 10 (Building E 2.4). In the first lecture we will determine the date for the exercise sessions.

The class begins with a brief… Read more

Dear participants of the lecture GGT,

since the lecture is starting next week here are some first information:

The first lecture is on Monday, April 7, at 14:00 in SR 10 (Building E 2.4). In the first lecture we will determine the date for the exercise sessions.

The class begins with a brief crash course on foundational concepts from algebraic topology, which we will need for the lectures, conducted by Manuel Kany. Specifically, fundamental groups and covering theory will be introduced. Subsequently, we will embark on the core geometric group theory, starting with a comprehensive overview of the entire lecture series. Our first topic will be Cayley graphs, a central theme of geometric group theory.

 

Best,

Gabriela Weitze-Schmithüsen

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