2017
DOI: 10.2139/ssrn.3012602
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Macro, Finance, and Macro Finance: Solving Nonlinear Models in Continuous Time with Machine Learning

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Cited by 9 publications
(8 citation statements)
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References 72 publications
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“…Outputs with high resolution may be aggregated via clustering methods to provide insights [183], while at coarser resolution, statistical downscaling can help to disaggregate data to an appropriate spatial resolution, as seen in applications such as crop yield [249], wind speed [479] or surface temperature [481]. ML also has the potential to help with sensitivity and uncertainty analysis [386], with finding numerical solutions for computational expensive submodels [206,714], and assessing the validity of the models [556].…”
Section: Assessing Policy Optionsmentioning
confidence: 99%
“…Outputs with high resolution may be aggregated via clustering methods to provide insights [183], while at coarser resolution, statistical downscaling can help to disaggregate data to an appropriate spatial resolution, as seen in applications such as crop yield [249], wind speed [479] or surface temperature [481]. ML also has the potential to help with sensitivity and uncertainty analysis [386], with finding numerical solutions for computational expensive submodels [206,714], and assessing the validity of the models [556].…”
Section: Assessing Policy Optionsmentioning
confidence: 99%
“…Machine learning has been applied to solve nonlinear models in continuous time in macroeconomics and finance by Duarte [40] where the problem of solving the corresponding nonlinear partial differential equations can be reformulated as a sequence of supervised learning problems. A single variable time-series model that combines two financial volatility metrics to predict and forecast one of them is proposed by Stefani et al [41]; the method is based on artificial neural networks with a multilayer perceptron in a single-hidden-layer configuration, the k-nearest neighbors as a local nonlinear model used for classification and regression and finally support vector machine in a regression methodology.…”
Section: Artificial Neural Networkmentioning
confidence: 99%
“…Other papers that use machine learning to solve economic models include Scheidegger and Bilionis (2019), Azinovic, Gaegauf, and Scheidegger (2022), Fernández-Villaverde, Hurtado, and Nuño (2023), and Duarte, Duarte, and Silva (2023. Fernández-Villaverde, Hurtado, and Nuño (2023) use deep neural networks to approximate the aggregate laws of motion in a heterogeneous agents model featuring strong nonlinearities and aggregate shocks.…”
Section: Introductionmentioning
confidence: 99%
“…Fernández-Villaverde, Hurtado, and Nuño (2023) use deep neural networks to approximate the aggregate laws of motion in a heterogeneous agents model featuring strong nonlinearities and aggregate shocks. Duarte, Duarte, and Silva (2023) casts the economic model in continuous time and uses neural networks to approximate the Bellman equation. Maliar, Maliar, and Winant (2021) and Azinovic, Gaegauf, and Scheidegger (2022) approximate all the model equilibrium conditions using neural networks and use the simulated data to train them.…”
Section: Introductionmentioning
confidence: 99%