Hi Thomas,
Thank you very much for your help. I will try to calculate some summary
statistics and fit observed and simulated data using a time series (as your
examples). With observed data, I would use two values (e.g. 0 and 10),
because I do not have intermediate values.
Thanks!
Javier
2014-06-1
On 17.06.2014 10:37, Javier Rodríguez Pérez wrote:
Hi Thomas, Thank you very much for your help. I will try to calculate
some summary statistics and fit observed and simulated data using a
time series (as your examples). With observed data, I would use two
values (e.g. 0 and 10), because I do not
Hello!
I'm trying to generate grid-based landscape mimicking observed data. For
this purpose I'm using simecol and adapting the "CA" (stochastic celular
automaton) model included as example in vignette. I think this example
could be nice given observed data has spatial autocorrelation. My observed
Hi,
I have no example at hand, but the usual way could be indeed to
calculate a time series of an adequate statistic (e.g. spatial
statistic) from both, the observed and the simulated data and then to
apply standard model fitting.
Thomas
__
R-help@r-p
Hello!
I'm interested to fit parameters (to data) in a grid-based (individual)
model. If I understood well, simecol library has the fitOdeModel function
but it is only suited to odeModels (differential equation). Alternatively,
FME package has several functions able to perform this procedure but a
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