703062 SL Introduction to Theoretical Computer Science

summer semester 2020 | Last update: 15.06.2020 Place course on memo list
703062
SL Introduction to Theoretical Computer Science
SL 1
2
weekly
each semester
German

Graduates of this modules understand the notion of computability theory and various abstract computational models as well as their differences. Furthermore they can reduce information to its essentials and represent the information abstractly. Moreover the are capable of given formal proofs.

Discussion, practice the topics of the lecture, practice scientific argumentation and present topics of theoretical computer science

Online Teaching. Due to the current situation the SL is only offered online. Students are asked to upload solution to the OLAT course and the exercises are discussed online. Further informations are given in the OLAT course.

Continuous assessment (based on regular written and/or oral contribution by participants).

Course examination according to § 7, statute section on "study-law regulations"

Will be discussed in the first lesson.

not applicable

The Indroduction and Orientation Phase for Students (StEOP) as of Winter Semester 2019/2020:

During the Indroduction and Orientation Phase for Students, the following course examinations must be completed satisfactorily:

1. Introduction to Programming VO 3 (4,5 ECTS-Credits)
2. Introduction to Theoretical Computer Science VO 2 (3 ECTS-Credits)
3. Introduction to Theoretical Computer Science SL 1 (2 ECTS-Credits)

Further information are available here.

see dates
Group 1
Roche-Newton O.
Date Time Location
Thu 2020-03-05
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-03-12
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-03-19
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-03-26
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-04-02
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-04-23
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-04-30
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-05-07
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-05-14
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-05-28
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-06-04
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-06-18
14.15 - 15.00 SR 13 SR 13 Barrier-free
Thu 2020-06-25
14.15 - 15.00 SR 13 SR 13 Barrier-free
Group 2
Moser G.
Date Time Location
Thu 2020-03-05
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-03-12
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-03-19
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-03-26
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-04-02
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-04-23
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-04-30
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-05-07
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-05-14
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-05-28
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-06-04
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-06-18
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Thu 2020-06-25
15.15 - 16.00 HSB 8 HSB 8 Barrier-free
Group 3
Lochmann A.
Date Time Location
Thu 2020-03-05
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-03-12
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-03-19
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-03-26
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-04-02
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-04-23
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-04-30
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-05-07
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-05-14
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-05-28
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-06-04
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-06-18
14.15 - 15.00 HSB 1 HSB 1 Barrier-free
Thu 2020-06-25
14.15 - 15.00 HSB 1 HSB 1 Barrier-free