inf400 - Theoretical Computer Science: Logic (Course overview)
Department of Computing Science |
6 KP |
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Module components |
Semester courses Sommersemester 2019 |
Examination |
Lecture
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2.01.400 - Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
Tuesday: 10:00 - 12:00, weekly (from 02/04/19), V, Location: A11 1-101 (Hörsaal B) Friday: 10:00 - 12:00, weekly (from 05/04/19), V/Ü, Location: A11 1-101 (Hörsaal B) Dates on Friday. 19.07.19 08:00 - 11:00, Friday. 27.09.19 09:00 - 12:00, Location: A14 1-101 (Hörsaal 1), A14 1-102 (Hörsaal 2), A07 0-030 (Hörsaal G)
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Exercises
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2.01.4001 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Lara Bargmann
Monday: 12:00 - 13:00, weekly (from 08/04/19), Tutorium
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2.01.4002 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Johann Loose
Monday: 13:00 - 14:00, weekly (from 08/04/19), Tutorium
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2.01.4003 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Matthias Ludwig
Monday: 18:00 - 19:00, weekly (from 08/04/19), Tutorium
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2.01.4005 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Pascal Säfken
Wednesday: 12:00 - 13:00, weekly (from 10/04/19)
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2.01.4006 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Moritz Buhr
Friday: 17:00 - 18:00, weekly (from 12/04/19)
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2.01.4007 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Arlena Wellßow
Wednesday: 13:00 - 14:00, weekly (from 10/04/19), Tutorium
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2.01.4008 - Tutorium Theoretische Informatik: Logik
- Prof. Dr. Annegret Habel
- Jonas Prellberg
- Moritz Buhr
Friday: 16:00 - 17:00, weekly (from 12/04/19), Tutorium, Location: A04 2-221 Dates on Saturday. 06.07.19 10:00 - 14:00, Location: A01 0-008
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Notes for the module |
Time of examination |
At the end of the lecture period |
Module examination |
written exam or oral exam |
Skills to be acquired in this module |
Introduction to propositional logic, predicate logic, logic programming, and temporal logic Professional competence The students: - Know syntax, semantics and applications of propositional logic, predicate logic, logic programming, and temporal logic
- Specify problems by using logical formulas
- Solve questions concerning propositional formulas with truth tables
- Draw conclusions in the field of propositional logic and predicate logic by means of natural deduction
- Answer queries to logic programs by using SLD resolution
- Perform model checking of Kripke structures with regard to CTL formulas algorithmically
Methodological competence The students: - Recognize logic as a versatile tool in computer science
Social competence The students: - Work together in small groups to solve problems
- Present solutions to problems to groups of other students
Self-competence The students: - Learn persistence in pursuing difficult tasks
- Learn precision in writing down solutions
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