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BGVAR: Bayesian Global Vector Autoregressions

Estimation of Bayesian Global Vector Autoregressions with different prior setups and the possibility to introduce stochastic volatility. Built-in priors include the SIMS, SSVS and NG prior. Post-processing functions allow for doing predictions, structurally identify the model with short-run or sign-restrictions and compute impulse response function, historical decompositions and forecast error variance decompositions. Plotting functions are also available.

Installation

BGVAR is available on CRAN. The latest development version can be installed from GitHub.

install.packages("BGVAR")
devtools::install_github("mboeck11/BGVAR")

Note that Mac OS needs gfortran binary packages to be installed. See also: https://gcc.gnu.org/wiki/GFortranBinaries.

Usage

The core function of the package is bgvar() to estimate Bayesian Global Vector Autoregressions with different shrinkage prior setups. Calls can be heavily customized with respect to the specification details of the model, the MCMC chain, hyperparameter setup and various extra features. The output of the estimation can then be used for a variety of tools implemented for the BGVAR package.

Predictions are invoked with predict(), impulse responses are computed with irf(), forecast error variance decompositions can be called with fevd() and historical decompositions with hd(). Furthermore, counterfactual impulse responses are computed with irfcf() and conditional forecasts with cond.predict().

The package comes with standard methods to ease the analysis. The estimation output can be inspected with print(), summary(), fitted(), coef(), vcov() and residuals(). Default plot() is available for most outputs. All classes features print() methods. Various other helper functions to ease analysis are also available.

References

Crespo Cuaresma, J., Feldkircher, M. and F. Huber (2016) Forecasting with Global Vector Autoregressive Models: A Bayesian Approach. Journal of Applied Econometrics, Vol. 31(7), pp. 1371-1391.

Doan, T. R., Litterman, B. R. and C. A. Sims (1984) Forecasting and Conditional Projection Using Realistic Prior Distributions. Econometric Reviews, Vol. 3, pp. 1-100.

George, E.I., Sun, D. and S. Ni (2008) Bayesian stochastic search for var model restrictions. Journal of Econometrics, Vol. 142, pp. 553-580.

Huber, F. and M. Feldkircher (2016) Adaptive Shrinkage in Bayesian Vector Autoregressive Models. Journal of Business and Economic Statistics, Vol. 37(1), pp. 27-39.

Pesaran, M.H., Schuermann T. and S.M. Weiner (2004) Modeling Regional Interdependencies Using a Global Error-Correcting Macroeconometric Model. Journal of Business and Economic Statistics, Vol. 22, pp. 129-162.

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Version

Install

install.packages('BGVAR')

Monthly Downloads

689

Version

2.1.0

License

GPL-3

Maintainer

Maximilian Boeck

Last Published

September 7th, 2020

Functions in BGVAR (2.1.0)

fevd

Forecast Error Variance Decomposition
avg.pair.cc

Average pairwise cross-sectional correlations
eerDataspf

eerData extended with expectations data
cond.predict

Conditional Forecasts
conv.diag

MCMC convergence diagnostics
DIC

Deviance Information Criterion
fitted.bgvar

Extract Model Fitted Values
bgvar

BGVAR
coef.bgvar

Extract model coefficients
eerData

Example data set to replicate Feldkircher and Huber (2016)
lps.bgvar.pred

Compute log-predictive scores
irfcf

Counterfactual Analysis
irf

Impulse Response Functions
rmse.bgvar.predict

Compute root mean squared errors
gfevd

Generalized Forecast Error Variance Decomposition
plot

Graphical summary of output created with bgvar
predict

Compute predictions
hd

Historical Decomposition
residuals.bgvar

Extract residuals of Global Vector Autoregression
logLik.bgvar

Extract Log-Likelihood
list_to_matrix

Convert Input List to Matrix
resid.corr.test

Residual autocorrelation test
vcov.bgvar

Extract variance-covariance matrix
matrix_to_list

Convert Input Matrix to List
pesaranData

pesaranData
monthlyData

Monthly EU / G8 countries macroeconomic dataset
summary.bgvar

Summarizing Bayesian Global Vector Autoregression Fits