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.
x <- rgpd(1000, 0, 1, 0.2)
fitpp(x, 0)
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