Towards the theory of general economic equilibrium

被引:0
作者
Danilov, V. I. [1 ]
机构
[1] Russian Acad Sci, Cent Econ & Math Inst, Moscow, Russia
来源
EKONOMIKA I MATEMATICESKIE METODY-ECONOMICS AND MATHEMATICAL METHODS | 2022年 / 58卷 / 03期
关键词
Arrow-Debreu model; Cournot equilibrium; oligopoly; voting; Condorcet winner; profit maximization; OLIGOPOLY;
D O I
10.31857/S042473880020012-2
中图分类号
F [经济];
学科分类号
02 ;
摘要
The paper proposes a model of general economic equilibrium, when some firms can influence prices by their actions. Their primitives (that is, the description of production, distribution, and consumption) of the proposed model are the same as those of the Arrow-Debreu model. The difference lies in the behavior of oligopolistic firms: it is assumed that they (as in the original Cournot model) assign their production plans. The main innovation is the description of the decision--making process on production plans by oligopolistic firms. In previous models, it was assumed that oligopolistic firms seek to maximize profits at current prices. Here, a more natural assumption is made that oligopolistic firms make decisions about production plans through a vote of shareholders. It is shown how the Arrow-Debreu model can be modified to account for this circumstance. The concept of CondorcetCournot-Walras equilibrium is introduced, combining the ideas of these three classics. The problem of the existence of equilibria is discussed. A simplified version of the model is also considered, in which each firm is owned by one agent. The simplification means that there is no need to turn to the voting.
引用
收藏
页码:19 / 27
页数:9
相关论文
共 15 条
[1]  
Azar J., 2012, A New Look at Oligopoly: Implicit Collusion Through Portfolio Diversification
[2]  
Azar J, 2021, ECONOMETRICA, V89, P999, DOI 10.3982/ECTA17906
[3]   The objective of a privately owned firm under imperfect competition [J].
Bejan, Camelia .
ECONOMIC THEORY, 2008, 37 (01) :99-118
[4]  
Blaug Mark., 2003, Journal of the History of Economic Thought, V25, P145
[5]   Non-existence of duopoly equilibria: A simple numerical example [J].
Bonnisseau, JM ;
Florig, M .
JOURNAL OF ECONOMICS, 2005, 85 (01) :65-71
[6]  
Cournot A A., 1963, Researches into the Mathematical Principles of the Theory of Wealth
[7]  
Crez H., 2020, WORKING PAPER SCH EC, V1, P1
[8]  
Dierker E., 2000, 0007 U VIENN DEP EC
[9]  
Gabszewicz J., 2000, CAHIERS DECONOMIE PO, V37, P47
[10]   Special Issue: Recent Developments in Strategic Interactions and General Equilibrium Introduction [J].
Gabszewicz, Jean J. .
RECHERCHES ECONOMIQUES DE LOUVAIN-LOUVAIN ECONOMIC REVIEW, 2013, 79 (04) :5-13