On Sun, 2011-01-23 at 10:56 -0800, torbjore wrote:
> I think you guys make it more difficult than it has to be. Estimating
> probability of success with a loglog-link is equivalent to estimating
> probability of failure with a cloglog-link, so all you have to do is to
> change the response variable
I think you guys make it more difficult than it has to be. Estimating
probability of success with a loglog-link is equivalent to estimating
probability of failure with a cloglog-link, so all you have to do is to
change the response variable accordingly (and then you can interpret
parameter estimat
On Fri, 2009-08-21 at 18:27 -0400, Kendra Walker wrote:
>
> I am trying to figure out how to apply a loglog link to a binomial
> model (dichotomous response variable with far more zeros than ones).
> I am aware that there are several relevant posts on this list, but I
> am afraid I need a l
Hi Kendra,
>> I am trying to figure out how to apply a loglog link to a binomial
>> model (dichotomous response variable with far more zeros than ones).
If I were you I would look at ?zeroinfl in package pscl.
Regards, Mark.
Kendra Walker wrote:
>
>
>
> I am trying to figure out how to a
I am trying to figure out how to apply a loglog link to a binomial
model (dichotomous response variable with far more zeros than ones).
I am aware that there are several relevant posts on this list, but I
am afraid I need a little more help. The two suggested approaches
seem to be: 1)
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