Czech

Master's

Not applicable.

Microeconomics, Macroeconomics, Mathematics I, Mathematics II

Successful completion of the final written assessment with a minimum score of 55%. Obtaining course credit is a mandatory prerequisite for taking the final examination.

EXAM: The form of the exam is written and the teacher reserves the right to the oral examination. The maximum number of points in the exam is 100 points, and the student must earn at least 50 points in order to obtain a rating of at least E..

Students will learn the basics of continuous and discontinuous dynamic models in economics. Mathematical models are used to create selected differential and differential equations of first and second order. The aim of the course is to introduce continuous and discrete economic dynamic systems with an emphasis on mathematical formulation, economic interpretation and verification of results. Mathematical theory is illustrated by examples of dynamic systems in economic theory
The subject is focused on precise mathematical formulation of economic models and at the same time appropriate economic interpretation of these models.

Not applicable.

Not applicable.

ALLEN, R. G. D. Matematická ekonomie. Přeložil Martin ČERNÝ. Praha: Academia, 1971.

CHIANG, A. C. Fundamental methods of mathematical economics. 3rd ed. New York: McGraw-Hill, 1984. ISBN 0-07-010813-7.
POLOUČKOVÁ, A. a E. OŠŤÁDALOVÁ. Diferenciální a diferenční rovnice. Ostrava: Vysoká škola báňská - Technická univerzita, 2003. ISBN 80-248-0267-8.