One way of doing I think is to do it by 'hand'. In ls we minimizes SSE
w.r.t. mu and beta. However in your case, you can concentrate only on
minimizing SSE w.r.t. beta
Regards,
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or simply insert the offset term into the formula
lm(y~offset(x))
Washington
On 17/11/2007 8:29 PM, Tom La Bone wrote:
> Is there a way to do a linear regression with lm (having one predictor
> variable) and constrain the slope of the line to equal 1?
>
You could use the offset parameter to do
On 17/11/2007 8:29 PM, Tom La Bone wrote:
> Is there a way to do a linear regression with lm (having one predictor
> variable) and constrain the slope of the line to equal 1?
>
You could use the offset parameter to do this, e.g.
x <- 1:20
y <- x + rnorm(20)
lm(y ~ 1, offset=x)
Duncan Murdoch
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