1984
DOI: 10.21034/qr.843
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Improving Economic Forecasting With Bayesian Vector Autoregression

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Cited by 101 publications
(56 citation statements)
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“…Two versions of the BVAR prior restrictions were employed, one reflecting the Minnesota prior, and the other employing a block recursive form of prior weighting restrictions. The Minnesota prior uses a prior overall tightness of 0.1, a harmonic lag decay of 0.1, weights of unity for the lags of the own variable in each equation, and symmetric weights of 0.5 for the lagged variables from other equations (Litterman, 1984;Todd, 1984). The recursive prior used a prior overall tightness of 0.2, harmonic lag decay of 0.1, weights of unity for the lags of the own variable in each equation, weights of 0.1 for the lower triangular part of the weighting matrix representing the influence of export employment on local employment, and weights of unity for the upper triangular part reflecting causality flowing from export employment to local employment.…”
Section: Forecasting Experiments With the Modelmentioning
confidence: 99%
“…Two versions of the BVAR prior restrictions were employed, one reflecting the Minnesota prior, and the other employing a block recursive form of prior weighting restrictions. The Minnesota prior uses a prior overall tightness of 0.1, a harmonic lag decay of 0.1, weights of unity for the lags of the own variable in each equation, and symmetric weights of 0.5 for the lagged variables from other equations (Litterman, 1984;Todd, 1984). The recursive prior used a prior overall tightness of 0.2, harmonic lag decay of 0.1, weights of unity for the lags of the own variable in each equation, weights of 0.1 for the lower triangular part of the weighting matrix representing the influence of export employment on local employment, and weights of unity for the upper triangular part reflecting causality flowing from export employment to local employment.…”
Section: Forecasting Experiments With the Modelmentioning
confidence: 99%
“…The Bayesian VAR, as described in Litterman (1981), Doan et al (1984), Todd (1984), Litterman (1986) and Spencer (1993), has become a widely popular approach to dealing with overparametrization. One of main problems in using VAR models is that many parameters need to be estimated, although some of them may be insignificant.…”
Section: Bayesian Varmentioning
confidence: 99%
“…Given that VAR models contain no exogenous variables, they are typically used to generate 'unconditional forecasts', which do not depend on explicit assumptions about the future path of exogenous variables. Moreover, due to the complete generality with which they specify the intercorrelations between the variables, VARs have been found particularly successful for this purpose, especially with a Bayesian treatment of parameter estimation (see Litterman, 1984;Todd, 1984). Since VAR models rely mainly on regularities in the historical data, the implicit assumption on which the forecasts are based is that the future behaviour of all variables will be the same as in the past.…”
Section: Unconditional Forecastsmentioning
confidence: 99%
“…This approach combines data evidence with prior knowledge about the likely value of the coefficients, supplied in the form of Bayesian priors. A number of studies suggest that the Bayesian vector autoregression (BVAR) technique improves the forecasting performance of large unrestricted VAR (UVAR) models and compares favorably with other forecasting procedures (see Litterman, 1984;Todd, 1984;Doan et al, 1984). The BVAR specification I Model-building activity in Italy has not been as widespread as in other countries.…”
Section: Description Of the Modelsmentioning
confidence: 99%