Subject: Combinatorics (17.D0M17L )
Study programmes of the course:
| Type of studies | Title |
|---|---|
| Doctoral Academic Studies | Mathematics in Engineering (Year: 1, Semester: Summer) |
Enabling students to develop abstract thinking and acquire basic knowledge in the field of classic and modern combinatorics.
To use the acquired knowledge in further education and in engineering subjects, to postulate and solve mathematical models in engineering subjects using the knowledge acquired at this course.
Basics of configuration. Polynomials. Inclusion-exclusion principle. Permutation. Recurrent formulas. Fibonacci numbers. Generating functions. System of distinct representatives. Combinatorics on words. Latin squares. Finite geometries. Codes. Study and research work is organized in the form of seminar papers which are practically oriented and are based on the above mentioned combinatorics topics.
The teaching process consists of theoretical part and practice classes where various practical problems are solved using the knowledge of the theoretical part. Through research and study work the student will, on the bases of scientific journals and other relevant literature that has been studied independently, develop further understanding of the material covered in lectures. Working with the course teacher the student develops the ability to independently work on a scientific paper.
| Authors | Title | Year | Publisher | Language |
|---|
| Course activity | Pre-examination | Obligations | Number of points |
|---|---|---|---|
| Lecture attendance | Yes | Yes | 30.00 |
| Written part of the exam - tasks and theory | No | Yes | 70.00 |
Faculty of Technical Sciences
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© 2024. Faculty of Technical Sciences.