Is this a question? You seem to have three possible calculations, have already 
implemented two of them (?) and it is unclear (to me) what you think the right 
answer for any of them is supposed to be. 
-- 
Sent from my phone. Please excuse my brevity.

On June 7, 2017 8:50:55 PM PDT, Steven Yen <sye...@gmail.com> wrote:
>I need to have all elements of a matrix multiplied by a weight before 
>being post-multiplied by itself, as shown in the forst block of codes 
>below. I can also multiply the matrix by the square root of the weight 
>and then take the outer product.
>
>Actually, what I need is this. Denote each row of the matrix by a row 
>vector as xi and each element of the weighting vector as wi. Then, I 
>need the sum of wi * t(xi) %*% xi over i.
>
>Any suggestion for a compact approach would be appreciated.
>
>set.seed(76543211)
>w<-1:10; w
>a<-matrix(rpois(20,2),nrow=10); a
>b<-a
>a<-w*a
>t(a)%*%b
>
>set.seed(76543211)
>a<-matrix(rpois(20,2),nrow=10); a
>a<-sqrt(w)*a; a
>t(a)%*%a
>
>
>
>
>On 1/4/2017 5:41 PM, Steven Yen wrote:
>> I need help with gls{nlme}.
>> Specifically, I am estimating an equation with AR(1) using 
>> maximum-likelihood. I am not understanding the correlationoption 
>> below. Help appreciated.
>>
>> ===
>> library(nlme)
>> eq1<-log(chnimp)~log(chempi)+log(gas)+log(rtwex)+befile6+
>>                  affile6+afdec6
>> reg1<-gls(eq1,data=mydata,correlation=corAR1(),method="ML",verbose=T)
>>
>
>       [[alternative HTML version deleted]]
>
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