I think you would have to do this conditionally on the break points, or
alternatively, simulate from the break-point model and then for each
sample run inla, and then merge the results (inla.merge(...))
On Tue, 2022-07-05 at 10:18 -0700, Jonathan Simkin wrote:
> Hi there,
>
> I am analyzing trends in annual cancer rates, which is looking for
> multiple break points in the rates over time. Traditionally, cancer
> epidemiologists would use JoinPoint regression program but I've seen
> this carried out in the R package segmented (frequentist) and mcp
> (Bayesian), which is carrying out piece-wise linear regression.
>
> I'm quite interested in the mcp package but I do not know JAGS well
> and was wondering if this could be implemented in INLA.
>
> Any thoughts would be appreciated!
>
> As an example, I see that the mcp package builds the model in the
> following way, with multiple `~`
>
> library(mcp)
> # Define the model model = list(
> response ~ 1, # plateau (int_1)
> ~ 0 + time, # joined slope (time_2) at cp_1
> ~ 1 + time # disjoined slope (int_3, time_3) at cp_2 )
>
> # Get example data and fit it
> ex = mcp_example("demo")
> fit = mcp(model, data = ex$data)
> plot(fit)
>
> in INLA, I'm not entirely sure how this would 'translated'.. that is,
> adding new segments to the inla model.. I tried the:
>
> formula1 <- Age.Adj..Rate ~ 0 + Year ( no break points)
> formula2 <- Age.Adj..Rate ~ 0 + Year ~ 0 + Year (1 break point)
>
> linemod1 <- inla(formula1, family="gaussian", data=data)
> linemod2 <- inla( formula2 , family="gaussian", data=data)
>
> but the formula 2 won't work as it does not allow for '~'.
>
> Any help appreciated!
>
> J
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