Кыргызский Государственный Технический Университет им. И. Раззакова

Mathematical And Instrumental Methods In Economics

Mathematical And Instrumental Methods In Economics


Mathematical And Instrumental Methods In Economics

curriculum

Course title

ECTS

Purpose of the course

Learning outcomes

Textbook

1.2.3.1

Mathematical And Instrumental Methods In Economics

5

To expand and deepen the knowledge of doctoral students in the field of economic analysis with a significant use of the mathematical apparatus and teach them to use the acquired knowledge in their professional activities.

LO 1. Knows the theoretical foundations of mathematical economics; classification and basic decision-making methods; basic mathematical models of decision making; areas of application of decision-making methods.

LO 2. Able to analyze mathematical micro- and macroeconomic models, both static and dynamic, with various proposals on the nature of economic parameters.

LO 3. Own modern mathematical ideas and methods used to analyze complex economic processes and build appropriate mathematical models.

LO 4. Demonstrate the ability and willingness to: build standard theoretical and econometric models based on the description of economic processes and phenomena, analyze and meaningfully interpret the results obtained; apply various methods of solving problems and mathematical calculations in practical classes; process data and develop methods for making decisions and finding the optimal parameters of the problem (including from the point of view of socio-economic efficiency).

Main literature:

1. Forecasting socio-economic processes: Teaching aid. // Author-compiler: Kapitanova O.V. - Nizhny Novgorod: Nizhny Novgorod State University, 2016. - 74 p.

2. Vlasov M. P. Modeling of economic processes / M. P. Vlasov, P. D. Shimko. - Rostov n / D: Phoenix, 2005. - 409 p.

3. Mathematical and instrumental methods in modern economic research: Monograph / Edited by M. V. Gracheva and E. A. Tumanova. - M .: Faculty of Economics of Moscow State University named after M. V. Lomonosov, 2018. - 232 p.

Additional literature:

1. M.P. Vlasov, P.D. Shimko Modeling of economic processes. Rostov-on-Don, "Phoenix" 2005. - 409

simulation.su/uploads/files/default/2005-uch-posob-vlasov-shimko-1.pdf