Publication | Open Access
Machine Learning: An Applied Econometric Approach
1.8K
Citations
31
References
2017
Year
Artificial IntelligenceStatistical LearningEngineeringMachine LearningApplied EconomicsMachine Learning ToolApplied EconometricsIntelligent SystemsFace Recognition AlgorithmsData SciencePattern RecognitionEconomic AnalysisStatisticsMachine Learning ModelKnowledge DiscoveryComputer ScienceEconometric MethodStatistical Learning TheoryEconometric ModelApplying Machine LearningBusinessEconometrics
Machine learning increasingly performs intelligent tasks, primarily focused on prediction, and is now readily accessible via R or Python packages, contrasting with traditional econometric parameter estimation. The authors aim to clarify how machine learning fits within econometrics and guide empirical economists on its appropriate use. They propose a conceptual framework that positions machine learning in the econometric toolbox, emphasizing task relevance and outlining where the methods excel or may fail. They warn that naive application of machine learning can lead to misinterpretation of results.
Machines are increasingly doing “intelligent” things. Face recognition algorithms use a large dataset of photos labeled as having a face or not to estimate a function that predicts the presence y of a face from pixels x. This similarity to econometrics raises questions: How do these new empirical tools fit with what we know? As empirical economists, how can we use them? We present a way of thinking about machine learning that gives it its own place in the econometric toolbox. Machine learning not only provides new tools, it solves a different problem. Specifically, machine learning revolves around the problem of prediction, while many economic applications revolve around parameter estimation. So applying machine learning to economics requires finding relevant tasks. Machine learning algorithms are now technically easy to use: you can download convenient packages in R or Python. This also raises the risk that the algorithms are applied naively or their output is misinterpreted. We hope to make them conceptually easier to use by providing a crisper understanding of how these algorithms work, where they excel, and where they can stumble—and thus where they can be most usefully applied.
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