@article {
author = {Skvortsov, Ihor and Zahoretska, Olena and Musiiovska, Oksana and Havryliak, Anatolii},
title = {Solution to “the Kuznets Riddle”},
journal = {Journal of Optimization in Industrial Engineering},
volume = {14},
number = {Special Issue},
pages = {117-125},
year = {2021},
publisher = {QIAU},
issn = {2251-9904},
eissn = {2423-3935},
doi = {10.22094/joie.2020.677840},
abstract = {S. Kuznets's study that the average propensity to consume is a constant value were nexpected because they denied one of the basic provisions of the Keynesian theory. This fact was called "the riddle of Kuznets". F. Modigliani and M. Friedman, using the hypothesis of the life cycle and the concept of constant income, proposed two options that explain its solution. But models should not explain, but give a method of solution. The most controversial is the indicator of autonomous consumption. In the first model, it grows, and in the second it goes to zero. Creation of a method of simulation of consumption functions based on common methodological principles for the consideration of micro and macroeconomic systems. Having constructed a model that objectively describes the activity of a separate enterprise, the primary and primary links of the macroeconomic system, we can explore the whole system. At the exit of the economic system we consider two functions of the offer - cost and cost-price, and one demand. These functions form two types of Keynesian cross, which define two points: break-even and economic power (equilibrium In a three-dimensional space a chain of transformations is considered: profit, investments, fixed assets, growth of depreciation (constant costs) and output. The condition for the formation of a "proportional development economy" - the average propensity to consume should remain unchanged, which is achieved when the marginal values of the multipliers of fixed costs and return on assets are constant. Such periods were explored by S. Kuznets.},
keywords = {Consumption functions,Keynesian cross,economics of proportional development,types of multipliers},
url = {http://www.qjie.ir/article_677840.html},
eprint = {http://www.qjie.ir/article_677840_40d18e549b273cba1217954620338b01.pdf}
}