sensitivity_ews
is used to estimate trends in
statistical moments for different sizes of rolling windows
along a timeseries. The trends are estimated by the
nonparametric Kendall tau correlation coefficient.
sensitivity_ews(timeseries, indicator = c("ar1", "sd", "acf1", "sk", "kurt", "cv", "returnrate", "densratio"), winsizerange = c(25, 75), incrwinsize = 25, detrending = c("no", "gaussian", "loess", "linear", "first-diff"), bandwidthrange = c(5, 100), spanrange = c(5, 100), degree = NULL, incrbandwidth = 20, incrspanrange = 10, logtransform = FALSE, interpolate = FALSE)
ar1
autoregressive coefficient of a first order AR model,
sd
standard deviation, acf1
autocorrelation
at first lag, sk
skewness, kurt
kurtosis,
cv
coeffcient of variation, returnrate
, and
densratio
density ratio of the power spectrum at
low frequencies over high frequencies.gaussian
filtering, loess
fitting,
linear
detrending and first-differencing
.
Default is no
detrending.sensitivity_ews
returns a matrix that contains the
Kendall tau rank correlation estimates for the rolling
window sizes (rows) and bandwidths (columns), if
gaussian filtering
is selected.In addition, sensitivity_ews
returns a plot with the
Kendall tau estimates and their p-values for the range of
rolling window sizes used, together with a histogram of the
distributions of the statistic and its significance. When
gaussian filtering
is chosen, a contour plot is
produced for the Kendall tau estimates and their p-values
for the range of both rolling window sizes and bandwidth
used. A reverse triangle indicates the combination of the
two parameters for which the Kendall tau was the highest
Arguments:
Dakos, V., et al (2012).'Methods for Detecting Early Warnings of Critical Transitions in Time Series Illustrated Using Simulated Ecological Data.' PLoS ONE 7(7): e41010. doi:10.1371/journal.pone.0041010
generic_ews
; ddjnonparam_ews
;
bdstest_ews
; sensitivity_ews
;
surrogates_ews
; ch_ews
;
movpotential_ews
;
livpotential_ews
data(foldbif)
output=sensitivity_ews(foldbif,indicator='sd',detrending='gaussian',
incrwinsize=25,incrbandwidth=20)
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