A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies

This paper studies the pattern of technical change at the firm level by applying and extending the Quantal Response Statistical Equilibrium model (QRSE). The model assumes that a large number of cost minimizing firms decide whether to adopt a new technology based on the potential rate of cost reduct...

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Main Author: Jangho Yang
Format: Article
Language:English
Published: MDPI AG 2018-02-01
Series:Entropy
Subjects:
Online Access:http://www.mdpi.com/1099-4300/20/3/156
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spelling doaj-ace6eec5b11b4ffeb1b1eecc96e87b062020-11-24T21:15:14ZengMDPI AGEntropy1099-43002018-02-0120315610.3390/e20030156e20030156A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU EconomiesJangho Yang0Department of Economics, The New School for Social Research, 6 E 16th Street, New York, NY 10003, USAThis paper studies the pattern of technical change at the firm level by applying and extending the Quantal Response Statistical Equilibrium model (QRSE). The model assumes that a large number of cost minimizing firms decide whether to adopt a new technology based on the potential rate of cost reduction. The firm in the model is assumed to have a limited capacity to process market signals so there is a positive degree of uncertainty in adopting a new technology. The adoption decision by the firm, in turn, makes an impact on the whole market through changes in the factor-price ratio. The equilibrium distribution of the model is a unimodal probability distribution with four parameters, which is qualitatively different from the Walrasian notion of equilibrium in so far as the state of equilibrium is not a single state but a probability distribution of multiple states. This paper applies Bayesian inference to estimate the unknown parameters of the model using the firm-level data of seven advanced OECD countries over eight years and shows that the mentioned equilibrium distribution from the model can satisfactorily recover the observed pattern of technical change.http://www.mdpi.com/1099-4300/20/3/156induced technical changestatistical equilibriumbounded rationalitycost minimizing behaviorquantal responsefactor price
collection DOAJ
language English
format Article
sources DOAJ
author Jangho Yang
spellingShingle Jangho Yang
A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies
Entropy
induced technical change
statistical equilibrium
bounded rationality
cost minimizing behavior
quantal response
factor price
author_facet Jangho Yang
author_sort Jangho Yang
title A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies
title_short A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies
title_full A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies
title_fullStr A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies
title_full_unstemmed A Quantal Response Statistical Equilibrium Model of Induced Technical Change in an Interactive Factor Market: Firm-Level Evidence in the EU Economies
title_sort quantal response statistical equilibrium model of induced technical change in an interactive factor market: firm-level evidence in the eu economies
publisher MDPI AG
series Entropy
issn 1099-4300
publishDate 2018-02-01
description This paper studies the pattern of technical change at the firm level by applying and extending the Quantal Response Statistical Equilibrium model (QRSE). The model assumes that a large number of cost minimizing firms decide whether to adopt a new technology based on the potential rate of cost reduction. The firm in the model is assumed to have a limited capacity to process market signals so there is a positive degree of uncertainty in adopting a new technology. The adoption decision by the firm, in turn, makes an impact on the whole market through changes in the factor-price ratio. The equilibrium distribution of the model is a unimodal probability distribution with four parameters, which is qualitatively different from the Walrasian notion of equilibrium in so far as the state of equilibrium is not a single state but a probability distribution of multiple states. This paper applies Bayesian inference to estimate the unknown parameters of the model using the firm-level data of seven advanced OECD countries over eight years and shows that the mentioned equilibrium distribution from the model can satisfactorily recover the observed pattern of technical change.
topic induced technical change
statistical equilibrium
bounded rationality
cost minimizing behavior
quantal response
factor price
url http://www.mdpi.com/1099-4300/20/3/156
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AT janghoyang quantalresponsestatisticalequilibriummodelofinducedtechnicalchangeinaninteractivefactormarketfirmlevelevidenceintheeueconomies
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