Hi all,

Here is a description of my case. I am sorry if my question is also statistic related but it is difficult to disentangle. I will however try to make it only R applied.

My response is a growth constant "k" and my descriptor is prey biomass "NP" and time series is of 21 years.

I applied a gaussiam GLM (or LM) to this question. After the regression I tested the residuals for autocorrelation using acf(). Because autocorrelation was significant I decided to whiten my data using {car}dwt() in order to obtain rho (an estimation of my correlation) and then applying the following to my data in order to remove autocorrelation:
kw_i = k_i - rho * k_i-1
NPw_i = NPw_i - rho * NPw_i-1
(method from Jonathan Taylor, http://statweb.stanford.edu/~jtaylo/courses/stats191/correlated_errors.html).

After that I fitted a model on this whitened data (kw_i ~ NPw_i), realised an F-test and obtained classical results such as deviance explained, pvalues and of course the intercept and coefficient of the last regression. However doing that and coming to prediction using predict() I can only obtained predictions of deltaK (kw_i) in function of deltaNP (NPw_i) but I am actually interested in being able to predict k in function of NP...

Is there a solution to predict directly k and its associated variance using R without having to detail in the script all the mathematical process necessary to come back to something like k_i = mu + rho * k_i-1 + beta(NPw_i - rho * NPw_i-1) + epsilon with mu being the intercept, beta the regression coefficient and epsilon the error,
?

Thank you for your help,

Best,

Xochitl C.


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Xochitl CORMON
+33 (0)3 21 99 56 84

Doctorante en écologie marine et science halieutique
PhD student in marine ecology and fishery science

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IFREMER
Centre Manche Mer du Nord
150 quai Gambetta
62200 Boulogne-sur-Mer

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