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add REMARK deep-learning-euler-method-krussell-smith
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# CFF required fields | ||
cff-version: 1.2.0 | ||
title: "Deep learning for solving dynamic economic models" | ||
message: >- | ||
If you use this software, please cite it using the | ||
metadata from this file. | ||
type: software | ||
authors: | ||
- given-names: Lilia | ||
family-names: Maliar | ||
affiliation: >- | ||
a The Graduate Center, City University of New York, | ||
CEPR, and Hoover Institution, Stanford University | ||
- given-names: Serguei | ||
family-names: Maliar | ||
affiliation: Santa Clara University | ||
- given-names: Pablo | ||
family-names: Winant | ||
affiliation: ESCP Business School and CREST/Ecole Polytechnique | ||
identifiers: | ||
- type: doi | ||
value: 10.1016/j.jmoneco.2021.07.004 | ||
abstract: >- | ||
We introduce a unified deep learning method that solves | ||
dynamic economic models by casting them into nonlinear | ||
regression equations. We derive such equations for three | ||
fundamental objects of economic dynamics – lifetime reward | ||
functions, Bellman equations and Euler equations. We | ||
estimate the decision functions on simulated data using a | ||
stochastic gradient descent method. We introduce an | ||
all-in-one integration operator that facilitates | ||
approximation of high-dimensional integrals. We use neural | ||
networks to perform model reduction and to handle | ||
multicollinearity. Our deep learning method is tractable | ||
in large-scale problems, e.g., Krusell and Smith (1998). | ||
We provide a TensorFlow code that accommodates a variety | ||
of applications. | ||
keywords: | ||
- Artificial intelligence | ||
- Machine learning | ||
- Deep learning | ||
- Neural network | ||
- Stochastic gradient | ||
- Dynamic models | ||
- Model reduction | ||
- Dynamic programming | ||
- Bellman equation | ||
- Euler equation | ||
- Value function | ||
references: | ||
- type: article | ||
authors: | ||
- family-names: "Krusell" | ||
given-names: "Per" | ||
- family-names: "Smith, Jr." | ||
given-names: "Anthony A." | ||
title: "Income and Wealth Heterogeneity in the Macroeconomy" | ||
doi: "10.1086/250034" | ||
date-released: 1998-10-01 | ||
publisher: | ||
name: "Journal of Political Economy" | ||
|
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# REMARK fields | ||
remark-version: "v1.0.0" | ||
remark-name: "DeepLearningKrusselSmith" | ||
github_repo_url: https://github.com/marcmaliar/deep-learning-euler-method-krusell-smith/ | ||
notebooks: | ||
- code/python/Main_KS.ipynb | ||
--- | ||
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# Deep learning for solving dynamic economic models | ||
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This notebook solves a version of Krusell and Smith's (1998) heterogenous-agent model with idiosyncrastic and aggregate shocks, incomplete markets and borrowing constraints. It uses a deep learning Euler-equation method introduced by Maliar, Maliar and Winant (2018) in the paper "Deep learning for solving dynamic economic models", Journal of Monetary Economics 122, pp 76-101. https://lmaliar.ws.gc.cuny.edu/files/2021/09/JME2021.pdf | ||
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We show a version of the Euler equation method that minimizes the sum of squared residuals in the equilibrium conditions. See [https://deepecon.org](https://deepecon.org) for documentation, updates and the other versions of the deep learning method (Bellman equation and life-time reward). |