Lakic Slobodan
Ученая степень:
Ученое звание:
Страна: Montenegro
Город: Podgorica
Место работы: Faculty of Economics
Должность: Associate Professor

Область научных интересов

Достижения

Проекты


Contemporary Substitutes of the Political Economy
(Подробности...)
The subject of this paper is a critique of the selective theoretical modelings of economic realities, which are monistic (quasi-neoliberal) and mathematical-statistical in nature. In this sense, the theme named Contemporary Substitutes of the Political Economy is defined. The aim of this research is that the above-mentioned modeling of economic reality would be described as a deliberate motion from the analysis and explanation of fundamental economic problems towards secondary issues. Therefore, we characterize them as unfair and programmed ways of fogging the essence of economic problems and crisis. We start from the hypothesis that these modelings replaced and virtually eliminated the former synthesized and useful political-economic analysis. In this paper, we have used a descriptive, comparative methods, panel sample and a schematic logic modeling. The results of our research show that the substitution of political economy by neoclassical and neoliberal economics is performed over a longer period, and through prioritizing the mathematical and statistical econometric analysis. As a proof, we present our selective research panel using a sample of 39 issues from five international journals, which can be found in databases SSCI and Scopus. This research is limited by the unavailability of most journals on the Internet and in printed publications. The application area of the research results is an economic theory. In conclusion, we ascertain the need for greater affirmation of political economy, which in combination with new institutional theory, enables a more realistic view of social and economic reality.
Актуальное

События
Даты
Мероприятия
Семинары
Конференции
Круглые столы
Симпозиумы
Конкурсы
<Октябрь 2017>
ПнВтСрЧтПтСбВс
2526272829301
2345678
9101112131415
16171819202122
23242526272829
303112345