On Thu, 15 Sep 2011 22:12:54 +1200, Rolf Turner
wrote:
On 15/09/11 19:24, Torbjørn Ergon wrote:
On Thu, 15 Sep 2011 09:47:35 +1200, Rolf Turner
wrote:
On 15/09/11 07:21, Torbjørn Ergon wrote:
Dear list,
I'm looking for a function to generate (simulate) a random Weibull
point process. Can a
On 15/09/11 19:24, Torbjørn Ergon wrote:
On Thu, 15 Sep 2011 09:47:35 +1200, Rolf Turner
wrote:
On 15/09/11 07:21, Torbjørn Ergon wrote:
Dear list,
I'm looking for a function to generate (simulate) a random Weibull
point process. Can anyone help?
Cheers,
Torbjørn Ergon, University of Oslo
Thanks Ken!
This was not exactly what I was after - see my reply to Rolf Turner.
Sorry for not explaining this well enough.
Cheers,
Torbjørn
On Wed, 14 Sep 2011 16:37:48 -0400, Ken Hutchison
wrote:
I don't know if this settles the matter, but if you are modeling
Weibull as the Log-Inten
On Thu, 15 Sep 2011 09:47:35 +1200, Rolf Turner
wrote:
On 15/09/11 07:21, Torbjørn Ergon wrote:
Dear list,
I'm looking for a function to generate (simulate) a random Weibull
point process. Can anyone help?
Cheers,
Torbjørn Ergon, University of Oslo
Do you mean a renewal process with the
On 15/09/11 07:21, Torbjørn Ergon wrote:
Dear list,
I'm looking for a function to generate (simulate) a random Weibull
point process. Can anyone help?
Cheers,
Torbjørn Ergon, University of Oslo
Do you mean a renewal process with the inter-event times having
a Weibull distribution? Should
I don't know if this settles the matter, but if you are modeling Weibull as
the Log-Intensity I.E. in a non-homegenous poisson process you can:
#Where T is the length of the series desired
Weibull.process<-function(T,shape,scale)
{
logLambda=rweibull(T,shape,scale)
Lambda=exp(logLambda)
Point.Pro
Dear list,
I'm looking for a function to generate (simulate) a random Weibull
point process. Can anyone help?
Cheers,
Torbjørn Ergon, University of Oslo
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