Thanks Terry,

Re: the second case (predicting from a null model with a newdata=
argument), I agree that it looks a bit over the top for such a
straight forward computation, so maybe it is more a wish than anything
else.  In this one instance, this computation is embedded in a wider
multi-state simulation in Epi::simLexis() where transition hazards are
modeled  as functions of covariates via Cox proportional hazards, and
a subset of transitions happen not to depend on any covariate, thus
the null model(s).   There are ways to circumvent this special case
within Epi::simLexis(), so even in this one example I wouldn't
consider it high priority at all.  But maybe it would be nice to have.


On Sat, Oct 1, 2016 at 10:44 PM, Therneau, Terry M., Ph.D.
<thern...@mayo.edu> wrote:
> I'm off on vacation and checking email only intermittently.
> Wrt the offset issue, I expect that you are correct.  This is not a case that 
> I had ever envisioned, and so was not on my "list" when writing the code and 
> certainly has no test case.  That does not mean that it shouldn't work, just 
> that I am not shocked to see it.   I will look into this.
>
> For the second case of a NULL model I am less sympathetic.  This is, in 
> theory, just reading off values from a Nelson hazard estimate at specific 
> time points; using a coxph call to do so is a case of swatting a fly with a 
> hammer.   A bit more background might make me more excited about extending 
> the code to this case.
>
> Terry Therneau

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