potSim generates data from a point process,
potFit fits empirical or simulated data to a point process,
print print method for a fitted POT object of class ...,
plot plot method for a fitted GEV object,
summary summary method for a fitted GEV object,
gevrlevelPlot k-block return level with confidence intervals. }potSim(x, threshold, nextremes = NA, run = NA)
potFit(x, threshold = NA, nextremes = NA, run = NA, ...)
## S3 method for class 'potFit':
print(x, \dots)
## S3 method for class 'potFit':
plot(x, which = "all", \dots)
## S3 method for class 'potFit':
summary(object, doplot = TRUE, which = "all", \dots)threshold must be given but not both)."potFit".deCluster, should be entered
here.threshold or nextremes
must be given, but not both).which is set to ask the function will
interactively ask which plot should be displayed. By default
this value is set to FALSE and then those plots will
be displayed for which the elementimes attribute
containing (in an object of class "POSIXct", or an object
that can be converted to that class; see as.POSIXctcontrol argument
of optim.potFit and pot return an object of class "pot"
describing the fit including parameter estimates and standard errors.potFit uses optim for point process likelihood
maximization.
Methods:
The plot method plot.pot provides seven different plots for
assessing fitted POT model. The user selects the plot type from a
menu. Plot 1 displays the exceedance process of the chosen threshold.
Plots 2-4 assess the Poisson nature of the exceedance process
by looking at the scaled gaps between exceedances, which should
be iid unit exponentially distributed. Plots 5-6 assess the GPD
nature of the excesses by looking at suitably defined residuals,
which should again be iid unit exponentially distributed. Option
8 allows the user to call GPD plotting functions. If plot 1 or 2
from the GPD plots is selected as the final plot (i.e. option 8 is
selected, followed by option 1 or 2), a list object containing
details of the plot is returned invisibly. This object should be
used as the first argument of gpdqPlot or gpdsfallPlot
to add quantile estimates or expected shortfall estimates to the plot.gpdFit,
deCluster.## Use Danish Fire Insurance Loss Data:
data(danish)
## Fit:
xmpExtremes("Start: POT Parameter Estimate >")
fit = potFit(danish, threshold = 10)
print(fit)
## Summary with Diagnostic Plots:
xmpExtremes("Next: Diagnostic Analysis >")
par(mfrow = c(3, 3), cex = 0.5)
summary(fit)Run the code above in your browser using DataLab