Also
coef(mylm) where you can deal with coef(mylm) [1], coef(mylm)[2]...
And
plot(y~x, data=mydf)
curve(coef(mylm)[1]+coef(mylm)[2]*x)
could produce interesiting visual results
:-)
milton
On Thu, May 14, 2009 at 2:30 PM, Dieter Wirz wrote:
> Thanks Bert and Luc!
> Sometimes the solutio
Thanks Bert and Luc!
Sometimes the solution is close, but I did not find it
I always tried mylm$Coefficients... Stupid /me.
-didi
BTW: many thanks to all developers of R. IMHO R is one of the most
outstanding free projects!
On Thu, May 14, 2009 at 7:07 PM, Bert Gunter wrote:
>
> -- but it i
-- but it is preferable to use the appropriate access functions:
coef(mylm)
?coef
Bert Gunter
Nonclinical Biostatistics
467-7374
## Now, what I believe you're looking for ;
mylm$coefficients ;
Cheers,
--
*Luc Villandré*
/Biostatistician
McGill University Health Center -
Montreal Child
Dieter Wirz wrote:
Dear all -
We perform some measurements with a machine that needs to be
recalibrated. The best calibration we get with polynomial regression.
The data might look like follows:
true_y <- c(1:50)*.8
# the real values
m_y <- c((1:21)*1.1, 21.1, 22.2, 23.3 ,c(25:50)*.9)/0.3-5.
Dear all -
We perform some measurements with a machine that needs to be
recalibrated. The best calibration we get with polynomial regression.
The data might look like follows:
> true_y <- c(1:50)*.8
> # the real values
> m_y <- c((1:21)*1.1, 21.1, 22.2, 23.3 ,c(25:50)*.9)/0.3-5.2
> # the measured
5 matches
Mail list logo