After successful completion of the course, students are able to
- work sensibly with the subjects dealt with in the course and use them in other courses,
- understand mathematical language and formalism so that they can independently study mathematical textbooks and work their way into new subject areas.
Graduates are acquainted with the mathematical method to systematically analyze, structure and investigate problems.

Basics, number theory, logic, sets, combinatorics, difference equations, graph theory, algebraic structures, linear algebra, algebraic coding theory.

Lecture and accompanying exercises

Course details are listed on the course homepage: https://www.dmg.tuwien.ac.at/stufler/2022adm.html

Please participate in the Zoom Meeting on March 3 at 13:15. The zoom invite is available on the VO page in TUWEL under Zoom Meetings.

Written exam

Drmota/Gittenberger/Karigl/Panholzer: Mathematik für Informatik. Vierte erweiterte Auflage. Heldermann Verlag, 2014.