Infopaket

Mathematical economics

ННД.30

Обов’язкова дисципліна для ОП

First

2023/2024

8 Semester

3

LO 7. Be able to conduct practical research and find solutions to incorrectly stated problems. LO 9. Build efficient algorithms regarding the accuracy of calculations, stability, speed and cost of system resources for numerical study of mathematical models and solution of practical problems.

Full-time form

To successfully study the discipline "Mathematical Economics", a student must meet the following requirements: 1. Know basic concepts of mathematical analysis, linear algebra, and decision-making theory. 2. Be able to: formulate and solve problems of linear programming, solve systems of linear algebraic equations with parameters, solve differential equations, investigate functions and functionals for extremum. 3. Possess the skills of building, analyzing, and applying mathematical models when solving applied problems.

Getting to know the basic principles of building and researching models of economic phenomena and processes; mathematical microeconomic models of the theory of consumption and production; macroeconomic balance models; models of economic growth, and models of interaction between the economy and the environment. The course includes 2 content parts and 2 control papers. The discipline ends with a credit.

1. Ponomarenko O.I., Perestiuk M.O., Burym V.M. Suchasnyi ekonomichnyi analiz: U 2ch. Ch.1. Mikroekonomika. Ch.2. Makrokkonomika: Navchalnyi posibnyk. – K.: Vyshcha shkola, 2004. – 472 p. 2. Voloshyn O.F., Korobova M.V., Kolianova T.V. Metodychni rekomendatsii, pryklady ta vpravy z kursu «Matematychna ekonomika»: Navchalnyi posibnyk. –Kyiv: VPTs «Kyivskyi universytet», 2013 – 224 p. 3. Budahovska S. ta in. Mikroekonomika i makroekonomika. Pidruchnyk. – Kyiv: Osnovy, 2001. – 518 p. 4. Liashenko I.M., Korobova M.V., Horitsyna I.A. Modeliuvannia ekonomichnykh, ekolohichnykh ta sotsialnykh protsesiv. K.: VPTs «Kyivskyi universytet», 2010. – 320 p. 5. Voloshyn O.F., Mashchenko S.O. Teoriia pryiniattia rishen: Navch. posibnyk. – K.: VPTs «Kyivskyi u-t», 2018. – 232 p. 6. Voloshyn O.F., Mashchenko S.O. Modeli ta metody pryiniattia rishen: Navch. posibnyk. – K.: VPTs «Kyivskyi universytet», 2010. – 336 p.

Lectures, practical classes, independent work, study of recommended literature, homework.

Semester Assessment: The maximum number of points a student can earn is 100. 1. Test № 1: 20/12 points. 2.Test № 2: 20/12 points. 3. Oral answers: 40/24 points. 4. Ongoing assessment: 20/12 points. Final grade in the form of a pass/fail credit: Credit points are determined as the sum of the scores for all successfully assessed learning outcomes provided by this program. The minimum threshold for the total score across all components is 60% of the possible number of points. A student receives a positive overall grade in the discipline if their semester score is at least 60 points.

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