| fitpp | R Documentation |
This function estimates the point process characterisation from exceedances above a threshold.
fitpp(data, threshold, noy = length(data) / 365.25, start, ...,
std.err.type = "observed", corr = FALSE, method = "BFGS", warn.inf = TRUE)
data |
A numeric vector. |
threshold |
A numeric value giving the threshold for the GPD. |
noy |
Numeric. The number of year of observation. |
start |
A named list that gives the starting values for the optimization routine. Each list argument must correspond to one parameter to be estimated. May be missing. |
... |
Other optional arguments to be passed to the
|
std.err.type |
A character string. If "observed", the standard errors are derived from the observed Fisher information matrix. If "none", standard errors are not computed. |
corr |
Logical. Does the asymptotic correlation matrix has to be
computed? Default is "not computed" - e.g. |
method |
A character string specifying which numerical
optimization procedure has to be used. See |
warn.inf |
Logical. If |
This function returns a list with components:
fitted.values |
A vector containing the estimated parameters. |
std.err |
A vector containing the standard errors. |
fixed |
A vector containing the parameters of the model that have been held fixed. |
param |
A vector containing all parameters (optimized and fixed). |
deviance |
The deviance at the maximum likelihood estimates. |
corr |
The correlation matrix. |
convergence, counts, message |
Components taken from the
list returned by |
threshold |
The threshold passed to argument |
nat, pat |
The number and proportion of exceedances. |
data |
The data passed to the argument |
exceed |
The exceedances, or the maxima of the clusters of exceedances. |
scale |
The scale parameter for the fitted generalized Pareto distribution. |
std.err.type |
The standard error type - for |
var.thresh |
Logical. Specify if the threshold is a varying one -
|
Mathieu Ribatet
Coles, S. (2001) An Introduction to Statistical Modelling of Extreme Values. Springer Series in Statistics. London.
Embrechts, P and Kluppelberg, C. and Mikosch, T (1997) Modelling Extremal Events for Insurance and Finance. Springers.
Pickands, J. (1975) Statistical Inference Using Extreme Order Statistics. Annals of Statistics. 3:119–131.
See usual generic functions
anova for analysis of deviance,
coef for coefficients,
confint for confidence interval,
logLik for log-likelihood,
plot for plots,
print for print,
summary for summary,
as well as new generic functions
convassess for convergence assessment,
dens for density plot,
pp for probability plot,
qq for quantile plot,
retlev for return level plot.
x <- rgpd(1000, 0, 1, 0.2)
fitpp(x, 0)
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.