Commit 4e9b318d authored by Jana Ulrich's avatar Jana Ulrich
Browse files

added submitted for publication fauer et al.

parent 0d3bf8df
...@@ -102,7 +102,8 @@ IDF.plot(durations,params,add=TRUE) ...@@ -102,7 +102,8 @@ IDF.plot(durations,params,add=TRUE)
## IDF Features ## IDF Features
This Example depicts the different features that can be used to model the IDF curves. This Example depicts the different features that can be used to model the IDF curves
(submitted for publication: Fauer et al. An Extended Model in Estimating Consistent Quantiles for Intensity-Duration-Frequency Curves, 2020).
Here we assume, that the block maxima of each duration can be modeled with the GEV distribution ($\xi\neq0$): Here we assume, that the block maxima of each duration can be modeled with the GEV distribution ($\xi\neq0$):
$$G(z;\mu,\sigma,\xi)=\exp \left\lbrace -\left[ $$G(z;\mu,\sigma,\xi)=\exp \left\lbrace -\left[
1+\xi \left( \frac{z-\mu}{\sigma} \right) 1+\xi \left( \frac{z-\mu}{\sigma} \right)
......
...@@ -126,8 +126,10 @@ IDF.plot(durations,params,add=TRUE) ...@@ -126,8 +126,10 @@ IDF.plot(durations,params,add=TRUE)
## IDF Features ## IDF Features
This Example depicts the different features that can be used to model This Example depicts the different features that can be used to model
the IDF curves. Here we assume, that the block maxima of each duration the IDF curves (submitted for publication: Fauer et al. An Extended
can be modeled with the GEV distribution Model in Estimating Consistent Quantiles for
Intensity-Duration-Frequency Curves, 2020). Here we assume, that the
block maxima of each duration can be modeled with the GEV distribution
(![\\xi\\neq0](https://latex.codecogs.com/png.latex?%5Cxi%5Cneq0 (![\\xi\\neq0](https://latex.codecogs.com/png.latex?%5Cxi%5Cneq0
"\\xi\\neq0")): "\\xi\\neq0")):
![G(z;\\mu,\\sigma,\\xi)=\\exp \\left\\lbrace -\\left\[ 
1+\\xi ![G(z;\\mu,\\sigma,\\xi)=\\exp \\left\\lbrace -\\left\[ 
1+\\xi
......
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