Hi everybody,
I try to simulate random numbers from a trivariate nested Archimedean
copula. My aim is to correlate two processes with, e.g. theta2, as the so
called child pair and then to correlate these two processes with a third one
with theta1 (parent). This "figure" tries to capture what I am
Hi everybody,
I know that a similiar topic has been posted, but as my question differs I
am opening a new topic. I am trying to follow how the godness of fit test
for copulas in the copula package works. Therefore I wrote a function to
caculate the empirical copula, whose results are necessary to
Did you suceed in writing the code for the empricial copula or did you find
it somewhere?
I am searching for a code right now, anyone?
Thanks
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Hi,
is there a way in the arma function to exclude coefficients for the
estimation. For example I estimated an ARMA(2,2) model to data where only
the coefficients of the second order have been significant. Therefore I
would like to estimate the ARMA(2,2) model without the 1,1-coefficients.
Thanks
e mixed with negative subscripts
Does anyone know? I suspect that the first question is probably rather
easy for you clever guys but I'm a statistics noob so... looking forward
to your help.
Martin Kellner
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R-help@r-project.org mailing list
ht
I have a dataset with four different treatments and two different values
for each sample. I need to compare the subsets(the different treatments)
somehow. The data look suspiciously much like some kind of e-function to
me, or maybe michaelis-menten so they are not linear. With linear models
it's st
I am using R 2.6.1 on a 64 bit PC running Windows XP Pro.
My main problem is that I want to produce a scatter plot with density
estimation, where the colors of points correspond to a kernel density estimate
at the location of the points. I have not found a package that will do this.
If the
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