Dear community,
I am currently attempting to perform a (L1) penalized ordinal logistic
regression with proportional odds. For the moment I only found R packages
allowing to perform forward or backward continuation ratio model with
several penalizations.
Does anyone have a clue of what R package I c
Hello,
Thanks for your answer. I will try this function to see if it gives
equivalent results that those obtained with polr()+dropterm() (in a case
where polr() works).
Many thanks
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Thank you for your answer. I have already tried lrm and it's true that it
works better than polr in such a case. Nevertheless lrm does not work with
the addterm and dropterm functions (to my knowledge) and I need to use them.
Maybe do you know alternate functions that would do the same job and tha
Ok, thanks a lot ! I tried to compute the inverse of the variance covariance
matrix of the estimators with vcov, which gave me this error :
>require(MASS)
>data(iris)
>model=polr(Species~Sepal.Length+Sepal.Width+Petal.Length+Petal.Width,iris,start
= rep(1, 6),method= "logistic")
>require(stats
Thanks a lot for your answer !
I had already tried to initialize the algorithm with a null vector by
setting start=rep(0,6) or a random vector with start=runif(6), and I nearly
found the same results as yours.
But I am wondering if the solution obtained in this case wouldn't be too far
from the b
Dear community,
I am currently trying to fit an ordinal logistic regression model with the
polr function. I often get the same error message :
"attempt to find suitable starting values failed", for example with :
require(MASS)
data(iris)
polr(Species~Sepal.Length+Sepal.Width+Petal.Length+Peta
"when the first level denotes failure and all others success"
Yes, I saw this sentence in the glm help file, but I hadn't understood it
this way... Anyway I checked this with a few examples and this is exactly
what it does.
Thanks a lot for your help !!!
I can go back now to the polr function a
Thanks a lot for your anwers.
To Ben Bolker : I am trying to perform an ordinal logistic regression to
predict an Y 3-class variable, having observed 3 continous predictors V1,
V2, V3.
With random data my code would be something like :
# simulate 10 observations of 3 independant N(0,1) predict
Dear community,
I'm currently attempting to predict the occurence of an event (factor)
having more than 2 levels with several continuous predictors. The model
being ordinal, I was waiting the glm function to return several intercepts,
which is not the case when looking to my results (I only have o
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