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Projective Geometry in the summer semester 2014

Module MA3203 4V+
Date Monday 16:00–17:30 and
Thursday 16:00–17:30 in E.126, Hörsaal IMETUM
Lecturer Prof. Jürgen Richter-Gebert
Tutorial organization Martin von Gagern
Language English

News

2014-10-24
Plans for inspection of second exam
2014-09-08
Solution of first exam is online
2014-08-19
Announced date for inspection of exams
2014-07-21
Included details about exams
2014-04-09
Published tentative dates for the tutorials
2014-04-07
Switched to English for lecture and website

Exams

(Deutsche Informationen weiter unten.)

The exam questions will be phrased both in English and in German.

Material

Main exam

Second exam

Klausuren

(For informations in English see above.)

Die Klausuraufgaben werden auf Deutsch und auf Englisch formuliert.

Material

Hauptklausur

Nachholklausur

Lecture material

Nr. Date Whiteboard Materials Nr. Date Whiteboard Materials
1 07.04.2014 Overview   2 10.04.2014 Projective planes  
3 14.04.2014 Finite Projektive Planes     17.04.2014 no lecture  
  21.04.2014 no lecture   4 24.04.2014 Homogeneous coordinates  
5 28.04.2014 Proving techniques >1> >2>   01.05.2014 no lecture  
6 05.05.2014 Cross Ratios   7 08.05.2014 Harmonic point sets  
8 12.05.2014 Collineations over R   9 15.05.2014 From geometry to fields  
10 19.05.2014 Projectively invariant properties   11 22.05.2014 The role of determinants  
12 26.05.2014 Quadrilateral sets     29.05.2014 no lecture  
13 02.06.2014 Conic sections   14 05.06.2014 Hesse's transfer principle  
  09.06.2014 no lecture   15 12.06.2014 Intersecting conics  
16 16.06.2014 \(\mathbb C\mathrm P^1\)     19.06.2014 no lecture  
17 23.06.2014 \(\mathbb C\mathrm P^1\) vs \(\mathbb R\mathrm P^2\)   18 26.06.2014 Cayley Klein geometries  
19 30.06.2014 Hyperbolic and elliptic measurement   20 03.07.2014 Transformations in Cayley Klein geometries  
21 07.07.2014 Hyperbolic elementary geometry   22 11.07.2014 Selected Topics in Hyperbolic Geometry  

Tutorials

The tutorials will be organized within the first week of the lecture. Please register your preferences using this site». Once a suitable set of dates has been established and romms reserved, you may register for these using TUMonline. The tutorials will start in the second week of the lecture. Tutorials are in German unless a mixed-language form is requested by participants.

Group Day Time Room Tutor Remarks
Group 1 Monday 12:15–13:45 02.09.023 Martin von Gagern  
Group 2 Tuesday  8:30–10:00 MW 1050» Martin von Gagern  
Group 3 Thursday 14:15–15:45 00.13.036 Aaron Montag  
Group 4 Thursday 14:15–15:45 00.13.008 Katharina Schaar Probably bilingual

Worksheets

A new worksheet will be published here every monday. There will be English and German versions available. Some of the tasks are designed to be solved and discussed in tutorial classes.

Nr. Worksheet Hand in by Solution Materials
1 de en 02.05. de  
2 de en 05.05. de  
3 de en 12.05. de  
4 de en 19.05. de  
5 de en 26.05. de  
6 de en 05.06. de  
7 de en 12.06. de  
8 de en 23.06. de  
9 de en 30.06. de  
10 de en 07.07. de  
11 de en no correction de  

Schedule

Due to the large number of holidays, assigning worksheets to dates for the tutorials will be tricky. Here is a preliminary schedule of how this might be organized.

Monday Tuesday Thursday
7.4.       10.4.  
14.4. 1 15.4. 1 Maundy Thu.
Easter 22.4. free 24.4. 1+2
28.4. 2 29.4. 2 May 1
5.5. 3 6.5. 3 8.5. 3
12.5. 4 13.5. 4 15.5. 4
19.5. 5 20.5. 5 22.5. 5
26.5. 6 27.5. 6 Ascension
2.6. 7 3.6. 7 5.6. 6+7
Pentecost 10.6. free 12.6. 8
16.6. 8 17.6. 8 Corpus Chr.
23.6. 9 24.6. 9 26.6. 9
30.6. 10 1.7. 10 3.6. 10
7.7. 11 8.7. 11 10.7. 11

Literature

Links