Thanks Joshua for the clear explanation.
I've previously posted in r sig mixed, but I got no response... :(
Cheers,
- Camila
On Mon, Jul 2, 2012 at 9:31 PM, Joshua Wiley jwiley.ps...@gmail.com wrote:
Hi Camila,
In mixed equation form instead of multilevel, it would be:
Y_it = gamma_00 +
Hey all -
I am a newbie on mixed-effects models. I want to estimate the following
model:
Y_it = alpha_0t + alpha_1t*X_it + e_it
alpha_0t = gamma_00 + u_0t
alpha_1t = gamma_10 + gamma_11*W_it + u_1j
Where Y is my outcome, X is my level-1 predictor, and W is my level 2
predictor.
I am not sure
Wrong list.
Post to r-sig-mixed-models.
-- Bert
On Mon, Jul 2, 2012 at 6:47 PM, Camila Mendes cacamende...@gmail.comwrote:
Hey all -
I am a newbie on mixed-effects models. I want to estimate the following
model:
Y_it = alpha_0t + alpha_1t*X_it + e_it
alpha_0t = gamma_00 + u_0t
alpha_1t
Hi Camila,
In mixed equation form instead of multilevel, it would be:
Y_it = gamma_00 + gamma_10*X_it + gamma_11*W_it*X + (e_it + u_0t + u_1j*X)
your code seems reasonable. Note that the random intercept and slope
will be correlated in your specification (unstructured if you want, it
is
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