Analysing DSGE Models with Global Sensitivity Analysis

被引:0
|
作者
Marco Ratto
机构
[1] Joint Research Centre,European Commission
来源
Computational Economics | 2008年 / 31卷
关键词
Stability mapping; Reduced form solution; DSGE models; Monte Carlo filtering; Global sensitivity analysis; High dimensional model representation; C02; C60; C62; C63;
D O I
暂无
中图分类号
学科分类号
摘要
We present computational tools to analyse some key properties of DSGE models and address the following questions: (i) Which is the domain of structural coefficients assuring the stability and determinacy of a DSGE model? (ii) Which parameters mostly drive the fit of, e.g., GDP and which the fit of inflation? Is there any conflict between the optimal fit of one observed series versus another one? (iii) How to represent in a direct, albeit approximated, form the relationship between structural parameters and the reduced form of a rational expectations model? Global sensitivity analysis (GSA) techniques are used to answer these questions. We will discuss two classes of methods: Monte Carlo filtering (MCF) techniques and functional/variance decomposition techniques. These tools can make the model properties more transparent; helping the analyst to identify critical elements in the specification and, if necessary, guiding her to revise the model; supporting calibration and estimation procedures and interpreting estimation results. Applications to small DSGE models will complete the description of the methodologies.
引用
收藏
页码:115 / 139
页数:24
相关论文
共 50 条
  • [1] Analysing DSGE models with global sensitivity analysis
    Ratto, Marco
    [J]. COMPUTATIONAL ECONOMICS, 2008, 31 (02) : 115 - 139
  • [2] Global DSGE models
    Cao, Dan
    Luo, Wenlan
    Nie, Guangyu
    [J]. REVIEW OF ECONOMIC DYNAMICS, 2023, 51 : 199 - 225
  • [3] GLOBAL SENSITIVITY ANALYSIS OF A DSGE MODEL OF THE CZECH ECONOMY
    Capek, Jan
    Vasicek, Osvald
    [J]. MATHEMATICAL METHODS IN ECONOMICS 2009, 2009, : 46 - 51
  • [4] Global identification of linearized DSGE models
    Kociecki, Andrzej
    Kolasa, Marcin
    [J]. QUANTITATIVE ECONOMICS, 2018, 9 (03) : 1243 - 1263
  • [5] Global Identification in DSGE Models Allowing for Indeterminacy
    Qu, Zhongjun
    Tkachenko, Denis
    [J]. REVIEW OF ECONOMIC STUDIES, 2017, 84 (03): : 1306 - 1345
  • [6] A solution to the global identification problem in DSGE models
    Kociecki, Andrzej
    Kolasa, Marcin
    [J]. JOURNAL OF ECONOMETRICS, 2023, 236 (02)
  • [7] Bayesian analysis of DSGE models
    An, Sungbae
    Schorfheide, Frank
    [J]. ECONOMETRIC REVIEWS, 2007, 26 (2-4) : 113 - 172
  • [8] A global sensitivity analysis approach for morphogenesis models
    Boas, Sonja E. M.
    Jimenez, Maria I. Navarro
    Merks, Roeland M. H.
    Blom, Joke G.
    [J]. BMC SYSTEMS BIOLOGY, 2015, 9
  • [9] Global sensitivity analysis of biological multiscale models
    Renardy, Marissa
    Hult, Caitlin
    Evans, Stephanie
    Linderman, Jennifer J.
    Kirschner, Denise E.
    [J]. CURRENT OPINION IN BIOMEDICAL ENGINEERING, 2019, 11 : 109 - 116
  • [10] A workflow for global sensitivity analysis of PBPK models
    McNally, Kevin
    Cotton, Richard
    Loizou, George D.
    [J]. FRONTIERS IN PHARMACOLOGY, 2011, 2