Description Usage Arguments Details Value Note Author(s) References See Also Examples
est.vecm.mdls
will calculate VECMs and provide trace and eigenvalue statistics to determine the cointegration rank of the system
1 | est.vecm.mdls(Y.ts, etw, p, case, r, season = NULL, season.start.time = NULL)
|
Y.ts |
a time series data matrix containing the endogenous data |
etw |
estimation time window, a list of the form |
p |
lag order of the endogenous variables |
case |
intercept and trend options from |
r |
cointegrating rank used for estimating the model |
season |
frequency of optional seasonal dummies, default value is |
season.start.time |
optional dummy start, default value is |
Calculating VECMs:
An object of class "vecm"
containing the following items
type |
is set to |
dat |
data used for calculating the model |
freq |
frequency of the time series used |
n |
number of variables entering the model |
p |
lag order of the endogenous variables |
r |
cointegrating rank used for the model estimation |
T |
length of the time series, given without initial values |
alpha |
list of model coefficients for the different cointegration ranks, see details |
beta |
list of model coefficients for the different cointegration ranks, see details |
Pi |
list of model coefficients for the different cointegration ranks, see details |
Gamma |
list of model coefficients for the different cointegration ranks, see details |
case |
intercept and trend specification from |
mu.0 |
list of intercepts for the different cointegration ranks, see details |
mu.1 |
list of trend coefficients for the different cointegration ranks, see details |
Phi |
list of model coefficients for the different cointegration ranks, see details |
Omega |
list of covariance matrices of the error terms for the different cointegration ranks |
residuals |
model residuals |
S |
product moment matrices |
lambda |
eigenvalues |
se |
standard errors of coefficients |
tvalues |
t-distributed test statistic of coefficients |
pvalues |
p-values for test statistic of coefficients |
~~further notes~~
Martin Summer, Klaus Rheinberger, Rainer Puhr, Michael Sigmund
Soeren Johansen. Likelihood-Based Inference in Cointegrated Vector Auto-Regressive Models. Advanced Texts in Econometrics. Oxford University Press, 1995.
Helmut Luetkepohl, Markus Kraetzig. Applied Time Series Econometrics. Cambridge University Press, 2004.
Helmut Luetkepohl. New Introduction to Multiple Time Series Analysis. Springer, 2005.
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