Your question is (completely) ill-posed. What is your actual
model? What you have said makes no sense at all as it stands.
(Minimal self-contained example .....)
cheers,
Rolf Turner
On 28/02/12 09:25, jeff_hawkes wrote:
Hi all,
Is it possible to model a function where the unknown parameter appears both
in the fitted equation AND in the determination of other parameters? E.g.
y = a^2 + b/2 + k
where a = 2/k and b = k^2
and the model needs to determine k? I know this is a very simple equation
(its just an example), the one I am modelling is much more complicated!
k appears in the equation which the n.l.r model fits, but it also affects
other parameters in the equation. Please let me know if you know a way of
achieving this. I realise it is possible to set up a loop where the
modelled value for k is fed back in to a and b, and the model is run again -
but it seems like there should be a more elegant way within one run of the
model.
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