KRLS:一个基于核的正则化最小二乘的Stata包

Jeremy Ferwerda, Jens Hainmueller, C. Hazlett
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引用次数: 14

摘要

Stata软件包krls实现了基于核的正则化最小二乘(krls),这是Hainmueller和Hazlett(2014)中描述的一种机器学习方法,允许用户在没有强功能形式假设或规范搜索的情况下解决回归和分类问题。灵活的KRLS估计器从数据中学习函数形式,从而保护推断免受错误说明偏差。然而,它仍然允许以类似于普通回归模型的方式进行可解释性和推断。特别是,KRLS为预测值、方差和点向偏导数提供了封闭形式的估计,这些偏导数表征了协变量空间中每个数据点上每个自变量的边际效应。因此,对于基于回归分析的OLS和其他glm,该方法是一种方便而强大的替代方法。我们还提供了在R中实现该方法的配套包和复制代码。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
KRLS: A Stata Package for Kernel-Based Regularized Least Squares
The Stata package krls implements kernel-based regularized least squares (KRLS), a machine learning method described in Hainmueller and Hazlett (2014) that allows users to tackle regression and classi cation problems without strong functional form assumptions or a speci cation search. The flexible KRLS estimator learns the functional form from the data, thereby protecting inferences against misspeci cation bias. Yet it nevertheless allows for interpretability and inference in ways similar to ordinary regression models. In particular, KRLS provides closed-form estimates for the predicted values, variances, and the pointwise partial derivatives that characterize the marginal e ects of each independent variable at each data point in the covariate space. The method is thus a convenient and powerful alternative to OLS and other GLMs for regression-based analyses. We also provide a companion package and replication code that implements the method in R.
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