| 04. 05. 2022 | Kohlhase, Rabe | How to give a talk? ||
| 11. 05. 2022 | |||
| 18. 05. 2022 | holiday |
| 25. 05. 2022 | |||
| 01. 06. 2022 | |||
| 08. 06. 2022 | holiday ||
| 15. 06. 2022 | |||
| 22. 06. 2022 | |||
| 29. 06. 2022 | |||
| 06. 07. 2022 | |||
| 13. 07. 2022 | |||
| 20. 07. 2022 | |||
##### Topics
The seminar consists of weekly talks. Every student chooses one topic on which to give a talk.
Additionally every student prepares a report about their topic. The grades is based on attendance, the talk, and the report.
Topics are chosen individually with the instructors, typically at the first seminar slot.
Students are allowed and encouraged to make suggestions for their topic - anything is allowed that is scientific and broadly related to knowledge representation.
As a rough idea, some potential topics are given below.
More topics can be found at https://gl.kwarc.info/kwarc/thesis-projects/ (Those are thesis topics, but they are representative of the kind of topics that also work in the seminar.)
|Thema | Literatur | Schwierigkeitsgrad
|-----|-------|-----|-------|---------|
| Argumentation Logics | various topics||
| Weak Type Theory|[[1]](http://www.macs.hw.ac.uk/~fairouz/forest/papers/journals-publications/kjour.pdf)| easy but logic-based |
| MathLang| Kamareddine | |
| Formula Parsing | Ginev M.Sc., Pichler MSc., various AITP papers | easy |
| MitM Foundation | | medium |
| LF + Intersection Types | | advanced|
| McAllister-Foundation || with Voldemort's Theorem (difficult) |
**Correction**: Some dates below were off-by-1 and have been corrected. The seminar will take place on **Thursdays**.
##### For the record: WS 2022/23
|Datum|Sprecher|Thema|Notiz|
|-----|--------|-----|----|
...
...
@@ -75,31 +113,6 @@ Therefore, the seminar is well-suited for newcomers, e.g., students interested i
| 02. 02. 2023 |cancelled | |
| 07. 02. 2023 | Ahmed Mamdouh | Functional programming with bananas, lenses, envelopes and barbed wire | seminar presentation
##### Vortragsthemen
Themen werden mit dem Dozenten individuell ausgemacht, typischerweise in den ersten Seminarterminen.
Vorschläge von Studenten sind möglich.
Zur groben Orientierung ist hier eine repräsentative Auswahl von nicht belegten Themen der letzten Jahre: