Description Usage Arguments Details Value Examples
Estimate six types of bayesian VAR models
1 2 3 4 5 6 | bvar(Yraw, prior = c("diffuse", "minnesota", "conjugate", "independent",
"ssvs-wishart", "ssvs-ssvs"), W = NULL, p = 4, constant = TRUE,
nsave = 10000, nburn = 2000, it_print = 2000, impulses = TRUE,
ihor = 24, forecasting = TRUE, repfor = 50, h = 1, p_i = 0.5,
q_ij = 0.5, kappa_0 = 0.1, kappa_1 = 6, a_i = 0.01, b_i = 0.01,
a_bar = c(0.5, 0.5, 10^2))
|
Yraw |
the matrix or data.frame with endogeneous VAR variables |
prior |
the type of prior: 'diffuse','minnesota','conjugate', 'independent','ssvs-Wishart','ssvs-ssvs' |
W |
the matrix of exogenous variables |
p |
the number of lags for endogeneous variables |
constant |
(TRUE/FALSE) indicator, whether the constant is included |
nsave |
the length of mcmc chain |
nburn |
the length of burn-in of mcmc chain |
it_print |
which iteration are printed |
impulses |
whether to calculate irfs |
ihor |
the number of lags for irfs |
forecasting |
whether to calculate forecasts |
repfor |
number of times to obtain a draw from the predictive |
h |
number of forecast periods |
p_i |
ssvs-ssvs hyperparameter, for Gamma ~ BERNOULLI(m,p_i), see eq. (14) |
q_ij |
ssvs-ssvs hyperparameter, for Omega_[j] ~ BERNOULLI(j,q_ij), see eq. (17) |
kappa_0 |
ssvs-ssvs hyperparameter, variances for non-diagonal elements of SIGMA |
kappa_1 |
ssvs-ssvs hyperparameter, variances for non-diagonal elements of SIGMA |
a_i |
ssvs-ssvs hyperparameter, diagonal elements of SIGMA (Gamma density) |
b_i |
ssvs-ssvs hyperparameter, diagonal elements of SIGMA (Gamma density) |
a_bar |
minnesota hyperparameter vector (own lag, other lag, exogeneuos) |
Estimate six types of bayesian VAR models
the list containing all results of bayesian VAR estimation
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