Economic Growth in a Cooperative Economy

Abstract We develop and formalise an equilibrium concept for a dynamic economy in which production takes place in worker cooperatives. The concept rules out allocations of workers to cooperatives in which a worker in one cooperative could move to a different cooperative and make both herself and the existing workers in the receiving cooperative better off. It also rules out allocations in which workers in a cooperative would be made better off by some of the other workers leaving. We also provide a minimum-information equilibrium-selection criterion, which refines our equilibrium concept. We illustrate the application of our concept and refinement in the context of an overlapping-generation economy with specific preferences and technology. The cooperative economy follows a dynamic path qualitatively similar to the path followed by a capitalist economy, featuring gradual convergence to a steady state with constant output. However, the cooperative economy features a static inefficiency, in that, for a given aggregate capital stock, firm size is smaller than what a social planner would choose. On the other hand, the cooperative economy cannot be dynamically inefficient and could accumulate capital at a rate that is higher or lower than the capitalist economy. As a result, steady-state income per worker could be higher or lower in the cooperative economy. We also present an illustrative calibration, which quantitatively compares steady-state incomes and welfare in a cooperative and in a capitalist economy.

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Publication Details

Journal
Journal of the European Economic Association
Published
2024-10-28
DOI
https://doi.org/10.1093/jeea/jvae050
Citations
2
Primary Topic
Economic theories and models
Type
article
Field-Weighted Citation Impact
2.26
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article

Economic Growth in a Cooperative Economy

Thomas Brzustowski, Francesco Caselli
2 citations
Journal of the European Economic Association
Economic theories and models
2.26
article

Economic Growth in a Cooperative Economy

Thomas Brzustowski, Francesco Caselli
article en
2 citations

Abstract

Abstract We develop and formalise an equilibrium concept for a dynamic economy in which production takes place in worker cooperatives. The concept rules out allocations of workers to cooperatives in which a worker in one cooperative could move to a different cooperative and make both herself and the existing workers in the receiving cooperative better off. It also rules out allocations in which workers in a cooperative would be made better off by some of the other workers leaving. We also provide a minimum-information equilibrium-selection criterion, which refines our equilibrium concept. We illustrate the application of our concept and refinement in the context of an overlapping-generation economy with specific preferences and technology. The cooperative economy follows a dynamic path qualitatively similar to the path followed by a capitalist economy, featuring gradual convergence to a steady state with constant output. However, the cooperative economy features a static inefficiency, in that, for a given aggregate capital stock, firm size is smaller than what a social planner would choose. On the other hand, the cooperative economy cannot be dynamically inefficient and could accumulate capital at a rate that is higher or lower than the capitalist economy. As a result, steady-state income per worker could be higher or lower in the cooperative economy. We also present an illustrative calibration, which quantitatively compares steady-state incomes and welfare in a cooperative and in a capitalist economy.

Journal of the European Economic Association
University of Essex (GB), National Bureau of Economic Research (US), Centre for Economic Policy Research (GB), London School of Economics and Political Science (GB)
Decent work and economic growth
Openalex Percentile: Top 9%
Economic theories and models
2.26
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Economic Growth in a Cooperative Economy — Thomas Brzustowski, Francesco Caselli · Journal of the European Economic Association (2024) | TGRS Research Map | TGRS