Description Usage Arguments Details Value Author(s) References See Also Examples
This function performs the DF-type test against a change in persistence as suggested by Leybourne, Kim, Smith, and Newbold (2003). Under the null hypothesis the time series is I(1) throughout and under the alternative a change from either I(1) to I(0) or I(0) to I(1) has occured.
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x |
the univariate numeric vector to be investigated. Missing values are not allowed. |
trend |
whether the time series exhibits a trend, |
tau |
the function tests in the interval |
lmax |
Maximum number of lagged differences to be included in the test regression. Default is |
simu |
whether critical values should be simulated or interpolated, |
M |
number of replications in case critical values are simulated. Default is |
The critical values of the tests vary with the sample size. If simu=0
, the critical values provided
are based on linear interpolation of the critical values simulated by Leybourne, Kim, Smith, and Newbold (2003). These are, however, only valid for tau=0.2
and lmax=0
.
In case that non-default values are chosen for tau
or lmax
, it is recommended to set simu=1
which means that critical values are simulated based on the given data using M replications.
Caution, for a time series of length T=100
and M=10,000
replications this takes approximately thirty minutes with increasing duration for higher T or M.
It should be noted, however, that M smaller than 10,000 make the results unreliable.
Returns a matrix that consists of test statistic and critical values (corresponding to alpha=0.1,0.05
) for testing against a change from I(1) to I(0), I(0) to I(1), and against a change in an unknown direction.
Janis Becker
Leybourne, S., Kim, T., Smith, V., and Newbold, P. (2003): Tests for a change in persistence against the null of difference-stationarity. Econometrics Journal, 6, pp. 291-311.
cusum_test
, LBI_test
, MR_test
, ratio_test
.
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