随机优化的估计和推理:三个例子

Jean-Jacques Forneron, Serena Ng
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引用次数: 3

摘要

本文阐述了Forneron & Ng(2020)设计的两种算法:重采样牛顿-拉夫森(rNR)和重采样准牛顿(rqN)算法,它们加速了结构模型的估计和自举推理。BLP的经验应用表明,计算时间从标准引导的近5小时减少到rNR的1小时多一点,而使用rqN的计算时间仅为15分钟。第一个蒙特卡罗练习说明了在probit IV回归中估计和推理方法的准确性。第二个练习还使用动态面板回归示例说明了相对于基于模拟的估计的标准估计的统计效率增益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation and Inference by Stochastic Optimization: Three Examples
This paper illustrates two algorithms designed in Forneron & Ng (2020): the resampled Newton-Raphson (rNR) and resampled quasi-Newton (rqN) algorithms which speed-up estimation and bootstrap inference for structural models. An empirical application to BLP shows that computation time decreases from nearly 5 hours with the standard bootstrap to just over 1 hour with rNR, and only 15 minutes using rqN. A first Monte-Carlo exercise illustrates the accuracy of the method for estimation and inference in a probit IV regression. A second exercise additionally illustrates statistical efficiency gains relative to standard estimation for simulation-based estimation using a dynamic panel regression example.
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