A1.1 Organizational Matters
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1 Theory of Computer Science February 22, 2016 A1. Organizational Matters Theory of Computer Science A1. Organizational Matters Malte Helmert A1.1 Organizational Matters University of Basel February 22, 2016 A1.2 About this Course M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23 People A1.1 Organizational Matters Lecturer Prof. Dr. Malte Helmert malte.helmert@unibas.ch office: room , Spiegelgasse 1 M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23
2 People People Assistant Florian Pommerening office: room , Spiegelgasse 5 Tutors Manuel Heusner, Jendrik Seipp, Silvan Sievers, Salomé Simon manuel.heusner@unibas.ch jendrik.seipp@unibas.ch silvan.sievers@unibas.ch salome.simon@unibas.ch office: room , Spiegelgasse 5 M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23 Time & Place Time & Place Lectures time: Mon 13:15-15:00, Wed 14:15-16:00 place: room , Spiegelgasse 5 Exercise Sessions (starting February 29) group 1 (Silvan Sievers) time: Mon 15:15-17:00 place: room , Spiegelgasse 5 group 2 (Jendrik Seipp) time: Wed 16:15-18:00 place: room , Spiegelgasse 5 group 3 (Salomé Simon; in English) time: Mon 16:15-18:00 place: room , Spiegelgasse 5 important: please choose your preferences in Courses ( until Wednesday 23:59 (February 24) M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23
3 Theory Course on the Web Course Material Course Homepage course information slides exercise sheets and additional material registration: course material: slides (online + printed handouts) textbooks (see next slides) additional material on request M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23 Course Material Course Material Textbooks (German) Logik für Informatiker by Uwe Schöning (5th edition) covers the part on logic, but also advanced topics beyond the scope of the course Theoretische Informatik kurz gefasst by Uwe Schöning (5th edition) covers large parts of the course, but not the part on logic Textbooks (English) Logic for Computer Scientists by Uwe Schöning (1st edition) covers the part on logic, but also advanced topics beyond the scope of the course Introduction to the Theory of Computation by Michael Sipser (3rd edition) covers large parts of the course, but not the part on logic M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23
4 Target Audience Exam target audience: Bachelor Informatik (computer science), 2nd semester other students welcome prerequisites: basic proof techniques (mathematical induction, proof by contradiction,... ) basic programming skills written exam 6 ECTS credits admission to exam: 50% of the exercise marks grade for course determined exclusively by the exam July 1, 10:00-12:00 (room TBA) no repeat exam M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23 Exercises Exercises Exercise sheets (homework assignments): mostly theoretical exercises some programming exercises Exercise sessions: live exercises (not relevant for exam admission) questions about exercise sheets questions about the course participation voluntary but highly recommended exercise sheets on course homepage every Monday (exception: first exercise sheet available Wed, February 24) solved in groups of two (note: 2 < 3) due Wednesday following week (pigeon holes Spiegelgasse 1 or upload to Courses) scans must be legible (no photos, please) one bonus point per sheet for L A TEX submissions M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23
5 Plagiarism Questions on Organization Plagiarism (Wikipedia) Plagiarism is the wrongful appropriation and stealing and publication of another author s language, thoughts, ideas, or expressions and the representation of them as one s own original work. consequences: 0 marks for the exercise sheet (first time) exclusion from exam (second time) Questions? if in doubt: check with us what is (and isn t) OK before submitting exercises too difficult? we are happy to help! M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23 Contents A1.2 About this Course Theoretical foundations of computer science A. background mathematical foundations and proof techniques B. logic (Logik) How can knowledge be represented? How can reasoning be automated? C. automata theory and formal languages (Automatentheorie und formale Sprachen) What is a computation? D. computability theory (Berechenbarkeitstheorie) What can be computed at all? E. complexity theory (Komplexitätstheorie) What can be computed efficiently? M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23
![ungewohnt. (Prof. Dr. Th. Ottmann) [If you are not used to it, it may be unusual for you.] What can you do? stay on the ball do the exercises pay attention to details ask questions! M.](/docs-images/72/67025038/images/6-1.jpg "Helmert (Univ. Basel) Theorie February 22, 2016 21 / 23 M. Helmert (Univ. Basel) Theorie February 22, 2016 22 / 23 Questions about the Course Questions? M. Helmert (Univ. Basel) Theorie February 22, 2016 23 / 23")
6 Learning Goals Warning understanding the capabilities and limitations of computers working with formal systems comprehending formal definitions and theorems precise formulation of definitions, theorems and proofs analyzing formal problems precisely differentiating statements within a system from statements about a system Wer s nicht gewohnt ist, für den ist es ungewohnt. (Prof. Dr. Th. Ottmann) [If you are not used to it, it may be unusual for you.] What can you do? stay on the ball do the exercises pay attention to details ask questions! M. Helmert (Univ. Basel) Theorie February 22, / 23 M. Helmert (Univ. Basel) Theorie February 22, / 23 Questions about the Course Questions? M. Helmert (Univ. Basel) Theorie February 22, / 23
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