Quantitative methods for policy analysis course notes

Historically economists have relied on econometric (or statistical) methods to estimate parameters from observed data. In this approach we observe a rich cross-section or time-series dataset, specify an economic model which implicitly defines the underlying behavior (say, simple linear regression),...

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Detalles Bibliográficos
Autores principales: Howitt, Richard E., Msangi, Siwa, MacEwan, Duncan
Formato: Training Material
Lenguaje:Inglés
Publicado: International Food Policy Research Institute 2014
Materias:
Acceso en línea:https://hdl.handle.net/10568/150063
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author Howitt, Richard E.
Msangi, Siwa
MacEwan, Duncan
author_browse Howitt, Richard E.
MacEwan, Duncan
Msangi, Siwa
author_facet Howitt, Richard E.
Msangi, Siwa
MacEwan, Duncan
author_sort Howitt, Richard E.
collection Repository of Agricultural Research Outputs (CGSpace)
description Historically economists have relied on econometric (or statistical) methods to estimate parameters from observed data. In this approach we observe a rich cross-section or time-series dataset, specify an economic model which implicitly defines the underlying behavior (say, simple linear regression), and estimate key parameters of interest (such as supply and demand elasticities). Econometric analysis typically requires a large dataset and we will often specify a reduced-form model. What do we do when data are limited? What do we do when we want to predict response to policies that simultaneously affect multiple resources, production activities, prices, and markets? Computational methods such as linear programming, calibrated optimization, and dynamic programming allow us to calibrate parameters using limited data and specify a framework that is consistent with economic theory that we can then use to simulate the interaction of complex resource policies.
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spelling CGSpace1500632025-11-06T07:06:41Z Quantitative methods for policy analysis course notes Howitt, Richard E. Msangi, Siwa MacEwan, Duncan mathematical models policies economics econometrics statistical methods Historically economists have relied on econometric (or statistical) methods to estimate parameters from observed data. In this approach we observe a rich cross-section or time-series dataset, specify an economic model which implicitly defines the underlying behavior (say, simple linear regression), and estimate key parameters of interest (such as supply and demand elasticities). Econometric analysis typically requires a large dataset and we will often specify a reduced-form model. What do we do when data are limited? What do we do when we want to predict response to policies that simultaneously affect multiple resources, production activities, prices, and markets? Computational methods such as linear programming, calibrated optimization, and dynamic programming allow us to calibrate parameters using limited data and specify a framework that is consistent with economic theory that we can then use to simulate the interaction of complex resource policies. 2014 2024-08-01T02:50:35Z 2024-08-01T02:50:35Z Training Material https://hdl.handle.net/10568/150063 en Open Access application/pdf International Food Policy Research Institute Howitt, Richard E.; Msangi, Siwa and MacEwan, Duncan. 2015. Quantitative methods for policy analysis course notes. Washington, DC: International Food Policy Research Institute (IFPRI). https://hdl.handle.net/10568/150063
spellingShingle mathematical models
policies
economics
econometrics
statistical methods
Howitt, Richard E.
Msangi, Siwa
MacEwan, Duncan
Quantitative methods for policy analysis course notes
title Quantitative methods for policy analysis course notes
title_full Quantitative methods for policy analysis course notes
title_fullStr Quantitative methods for policy analysis course notes
title_full_unstemmed Quantitative methods for policy analysis course notes
title_short Quantitative methods for policy analysis course notes
title_sort quantitative methods for policy analysis course notes
topic mathematical models
policies
economics
econometrics
statistical methods
url https://hdl.handle.net/10568/150063
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