From: Nilesh Timilsina on 28 Jan 2010 09:48 Hi Sas Experts I have data on tree growth collected within plots. Plots are random effect in my model. I am assuming that the tree within same plots are more correlated. I want to take this into account while fitting my model. To do this i want to specify different error correlation structure as given by Littel et al. 2006. Following is my code: %inc "C:\Documents and Settings\nilesht\My Documents\Research\Final Analysis Data\nlinmix.sas"; %nlinmix(data=test1, procopt=method=reml, model= %str( m=b0+b2*tbaac+b4*qmdac+u1; predv = a+(b*totht)*exp(d*totht)+m*lcurdbh; ), parms= %str(a=-5.961 b=0.8570 b0=3.82 d=-0.045 b2=0.00057 b4=-0.0148), stmts= %str( class plots tree; model pseudo_htgr3 = d_a d_b d_b0 d_d d_b2 d_b4 / noint notest solution cl; random d_u1 / subject=plots type=un solution cl; repeated/ subject= plots type = sp(sph) (x1_utm y1_utm); ), expand=zero ) run; In my repeated statement should I specify plot as my subject or tree as my subject? I don't have repeated measurements for a tree. I am assuming trees within the same plot have higher correlation than trees in separate plots. Also the model with the code given above fails to run properly. If i use TOEP (3) as covariance structure it runs properly, but spatial covariance structures such as sp(pow), sp(exp) and sp(sph) fails to run. Thanking you Nilesh Timilsina
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