CascadeNet recovers networks from cascades via debiased Jacobian estimation of a flexible transition function, outperforming baselines in simulations across nine DGPs and aligning with mobility data in a COVID-19 application.
Deep Learning for Individual Heterogeneity
2 Pith papers cite this work. Polarity classification is still indexing.
abstract
This paper integrates deep neural networks (DNNs) into structural models to increase flexibility and capture rich heterogeneity while preserving interpretability. Economic (or scientific or domain-restricted) structure and machine learning are complements in empirical modeling, not substitutes: DNNs provide the capacity to learn complex, nonlinear heterogeneity, while the structure ensures the estimates remain interpretable and suitable for decision-making and policy analysis. We start with a standard parametric structural model and then enrich its parameters into fully flexible functions, which are estimated using a DNN with the model structure built in. We illustrate our framework with an application to demand estimation in consumer choice. We show that by enriching a demand model we can capture rich heterogeneity exploit it to create personalized pricing. Optimization is not possible without structure, but cannot be heterogeneous without machine learning. The same lessons apply to precision dosing, adaptive treatment, educational testing, and other targeting settings. We provide theoretical justification for our proposed methodology: nonasymptotic bounds and a novel and general influence function for feasible inference via double machine learning, so that the latter can be easily applied in numerous new contexts. These results may be of interest in other contexts as they generalize prior work.
years
2026 2representative citing papers
A DNN-plus-empirical-Bayes random-utility estimator recovers individual conjoint preferences and structural tradeoff quantities, with double machine learning for valid average inference.
citing papers explorer
-
Network Recovery from Cascade Data: A Debiased Jacobian-Based Machine Learning Approach
CascadeNet recovers networks from cascades via debiased Jacobian estimation of a flexible transition function, outperforming baselines in simulations across nine DGPs and aligning with mobility data in a COVID-19 application.
-
Learning Preferences from Conjoint Data: A Hybrid Structural Deep Learning Approach
A DNN-plus-empirical-Bayes random-utility estimator recovers individual conjoint preferences and structural tradeoff quantities, with double machine learning for valid average inference.