ecmAsyFit | R Documentation |
Estimate an asymmetric error correction model (ECM) for two time series.
ecmAsyFit(y, x, lag = 1, split = TRUE,
model = c("linear", "tar", "mtar"), thresh = 0)
y |
dependent or left-side variable for the long-run regression. |
x |
independent or right-side variable for the long-run regression. |
lag |
number of lags for variables on the right side. |
split |
a logical value (default of TRUE) of whether the right-hand variables should be split into positive and negative parts. |
model |
a choice of three models: linear, tar , or mtar cointegration. |
thresh |
a threshold value; this is only required when the model is specified as 'tar' or 'mtar.' |
There are two specficiations of an asymmetric ECM. The first one is how to calculate the error correction terms. One way is through linear two-step Engle Granger approach, as specificied by model="linear"
. The other two ways are threshold cointegration by either 'tar' or 'mtar' with a threshold value. The second specification is related to the possible asymmetric price transmission in the lagged price variables, as specified in split = TRUE
. Note that the linear cointegration specification is a special case of the threshold cointegration. A model with model="linear"
is the same as a model with model="tar", thresh = 0
.
Return a list object of class "ecm" and "ecmAsyFit" with the following components:
y |
dependend variable |
x |
independent variable |
lag |
number of lags |
split |
logical value of whether the right-hand variables are split |
model |
model choice |
IndVar |
data frame of the right-hand variables used in the ECM |
name.x |
name of the independent variable |
name.y |
name of the dependent variable |
ecm.y |
ECM regression for the dependent variable |
ecm.x |
ECM regression for the independent variable |
data |
all the data combined for the ECM |
thresh |
thresh value for TAR and MTAR model |
Two methods are defined as follows:
print
:showing the key outputs.
summary
:summarizing thekey outputs.
Changyou Sun (edwinsun258@gmail.com)
Enders, W., and C.W.J. Granger. 1998. Unit-root tests and asymmetric adjustment with an example using the term structure of interest rates. Journal of Business & Economic Statistics 16(3):304-311.
print.ecm
; summary.ecm
; ecmDiag
; and ecmAsyTest
.
# see example at daVich
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.