Hi Dylan,
I haven't looked at the code for predict.Design or predict.lm, but I
think it's safe to assume that "mean" and "confidence" refer to the
same concept, as do "individual" and "prediction". Here's my logic:
In general, confidence intervals refer to parameter estimates and
prediction intervals to predicted point values. For the linear model,
the fitted line represents the estimated conditional "mean" of y given
the x-values and we form a "confidence" interval around it. In this
case, our best "prediction" of any "individual" y-value given the
x-values is also the fitted line. However, upon repeated sampling the
fitted line will vary less than the observed y values at any given set
of x-values, and this is reflected in the fact that the confidence
interval is narrower than the prediction interval.
hth,
Kingsford Jones
On Wed, Dec 31, 2008 at 2:15 PM, Dylan Beaudette
<dylan.beaude...@gmail.com> wrote:
> Hi,
>
> I am not quite sure how to interpret the differences in output when
> changing conf.type from the default "mean" to "individual". Are these
> analogous to the differences between "confidence" and "prediction"
> intervals, as defined in predict.lm {stats} ?
>
> Thanks in advance.
>
> Dylan
>
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