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Deep Learning as a Projection Method for Solving Economic Models

Kenneth Judd and Karl Schmedders

No 35806, NBER Working Papers from National Bureau of Economic Research, Inc

Abstract: Deep learning is increasingly presented in economics as a new paradigm for solving dynamic models, superseding the classical projection methods of numerical economics. We argue that this dichotomy rests on a misclassification. The neural-network solvers emphasized in this literature are least-squares projection methods with an adaptive nonlinear parameterization. Placing deep learning inside the projection family reorients the agenda. The issue is not a contest between paradigms, but suggests a single toolkit using a variety of approximation methods, residual criteria, and evaluation designs to be chosen on the merits for the model at hand. In low and moderate dimensions, linear-basis and sparsegrid methods are often more accurate, faster, and easier to verify than a trained neural network. In high dimensions, an appropriate choice for the space of permissible functions will often avoid the curse of dimensionality.

JEL-codes: C60 (search for similar items in EconPapers)
Date: 2026-09
Note: EFG TWP
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