Master seminar I 360-MF2-2SMG1a

The student learns in detail about the chosen field of mathematics, knows the basic definitions, theorems and proofs;
The student is able to present the results of his research and studies on a selected topic;
The student develops the ability to participate in discussions;
The student discusses mathematics in English and improves mathematical English.

Completion of the course based on the rules:
1. Class attendance. Two unexcused absences from classes are allowed. Each subsequent absence should be justified with an appropriate certificate or made up for.
2. Presentation of at least five papers.
3. Active participation in discussions.
The final grade is the result of the assessment of individual presentations and general activity in the classroom.

1. I. Dzhalladova, M. Růžičková
Dynamical systems with random structure and their applications
Stability, Oscillations and Optimization of Systems vol. 10, Cambridge Scientific Publishers, 2020.
2. J. Diblík, M. Růžičková, E. Schmeidel: Równania różniczkowe zwyczajne, Istnienie i jednoznaczność rozwiązania oraz podstawowe metody rozwiązywania, Wydawnictwo Uniwersytetu w Białymstoku, 2021. ISBN 978-83-7431-725-2.
3. Elaydi S. An Introduction to Difference Equations, Third Edition, Trinity
University, 2005.
4. Dennis G. Zill: A first course in differential equations with modeling applications, Bro- oks/Cole, Cengage Learning, 10th ed. Boston, 2013. ISBN 978-1-111-82705-2.

Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system:

• Description of 360-MF2-2SMG1a in USOSweb