You could subtract the mean from the response before fitting, then fit a
model without an intercept. That would give you four parameters (one for
each level) relative to the mean ...
summary(lm(weight-mean(weight) ~ Diet -1, ChickWeight))
Jean
On Thu, Jun 27, 2013 at 5:47 PM, Shaun Jackman
Hi Jean,
contr.treatment(4) shows what the default contrast matrix looks like
for a factor with 4 levels. What function do I use to create a
contrast matrix to compare each level with the global mean (four
comparisons in total), and produce a table similar to `summary.lm`?
Thanks,
Shaun
On 26
On Jun 27, 2013, at 3:47 PM, Shaun Jackman wrote:
Hi Jean,
contr.treatment(4) shows what the default contrast matrix looks like
for a factor with 4 levels. What function do I use to create a
contrast matrix to compare each level with the global mean (four
comparisons in total), and
Shaun,
See the help on contrasts ...
?contr.treatment
Jean
On Tue, Jun 25, 2013 at 7:07 PM, Shaun Jackman sjack...@gmail.com wrote:
Hi,
I've used `lm` to create a linear model of a continuous variable
against a factor variable with four levels using an example R data set
(see
Hi,
I've used `lm` to create a linear model of a continuous variable
against a factor variable with four levels using an example R data set
(see below). By default, it uses a treatment contrast matrix that
compares each level of the factor variable with the first reference
level (three
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