Yang Jangho
Department of Economics, The New School for Social Research, 6 E 16th Street, New York, NY 10003, USA.
Entropy (Basel). 2018 Feb 28;20(3):156. doi: 10.3390/e20030156.
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.
本文通过应用和扩展量子响应统计均衡模型(QRSE)来研究企业层面的技术变革模式。该模型假定大量追求成本最小化的企业会基于潜在的成本降低率来决定是否采用新技术。模型中的企业被假定处理市场信号的能力有限,因此在采用新技术时存在一定程度的不确定性。企业的采用决策反过来又会通过要素价格比率的变化对整个市场产生影响。该模型的均衡分布是一个具有四个参数的单峰概率分布,就均衡状态不是单一状态而是多种状态的概率分布而言,这在性质上不同于瓦尔拉斯均衡概念。本文运用贝叶斯推断,利用七个经合组织发达国家八年的企业层面数据来估计模型的未知参数,并表明该模型的上述均衡分布能够令人满意地重现观察到的技术变革模式。