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An analysis of the impact of research and development on productivity using Bayesian model averaging with a reversible jump algorithm.

机译:使用可逆跳转算法的贝叶斯模型平均分析研发对生产率的影响。

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This article introduces a Bayesian model averaging approach to the estimation of lag structures and applies it to assess the impact of (R&D) on agricultural productivity in the United States from 1889 to 1990. Lag and structural break coefficients are estimated using a reversible jump algorithm that traverses the model space. In addition to producing estimates and standard deviations for the coefficients, the probability that a given lag (or break) enters the model is estimated. The approach is extended to select models populated with gamma distributed lags of different frequencies. Results are consistent with the hypothesis that R&D positively drives productivity. Gamma lags are found to retain their usefulness in imposing a plausible structure on lag coefficients, and their role is enhanced through the use of model averaging.
机译:本文介绍了一种贝叶斯模型平均方法来估计滞后结构,并将其应用于评估(R&D)对1889年至1990年美国农业生产率的影响。滞后系数和结构破坏系数是使用可逆跳算法估算的遍历模型空间。除了产生系数的估计值和标准偏差外,还估计给定滞后(或中断)进入模型的概率。该方法已扩展为选择填充了不同频率的伽马分布滞后的模型。结果与研发积极推动生产力的假设相符。发现伽玛滞后在将滞后系数强加于合理的结构上时仍然保持其有用性,并且通过使用模型平均来增强它们的作用。

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