Computing Competitive Equilibrium in Simplex Economies

Abstract In our previous paper we proved that every affine economy has a competitive equilibrium. We define a simplex economy as an affine economy consisting of a stochastic allocation (defining the initial endowments) and a variation with repetition of the number of commodities taking the number of consumers (representing the preferences). We show that a competitive equilibrium can be intrinsically computed in any minimal simplex economy.

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Journal
Computational Economics
Published
2024-10-24
DOI
https://doi.org/10.1007/s10614-024-10746-7
Primary Topic
Economic theories and models
Type
article
Field-Weighted Citation Impact
0.00

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article

Computing Competitive Equilibrium in Simplex Economies

A. Pulgarı́n
Computational Economics
Economic theories and models
article

Computing Competitive Equilibrium in Simplex Economies

A. Pulgarı́n
article en

Abstract

Abstract In our previous paper we proved that every affine economy has a competitive equilibrium. We define a simplex economy as an affine economy consisting of a stochastic allocation (defining the initial endowments) and a variation with repetition of the number of commodities taking the number of consumers (representing the preferences). We show that a competitive equilibrium can be intrinsically computed in any minimal simplex economy.

Computational EconomicsVol. 66(2)
Universidad de Extremadura (ES)
Universidad de Extremadura
Decent work and economic growth
Openalex Percentile: Top 77%
Economic theories and models
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