Dear INLA developers, experts and users,
I hope you're doing well.
I’m interested in whether a joint model for a binary marker and time-to-event survival data can be fitted using INLA, particularly in cases where the time-to-events exhibit a cured fraction and spatial dependency.
If this is feasible, I would appreciate any insights on whether the process is straightforward or presents notable challenges.
Thanks in advance for your time and expertise.
Best regards,
Hossein
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Hi,This model is possible with INLA.I can help you with the code if you give me some more details like if you have areal data or points etc.I sent you an email to discuss this.On Tue, May 27, 2025 at 10:20 AM Hossein Baghishani <hbagh...@gmail.com> wrote:Unfortunately, the INLAjoint package is unable to support this type of modeling at the moment.On Tue, May 27, 2025 at 10:47 AM Helpdesk (Haavard Rue) <he...@r-inla.org> wrote:
https://cran.r-project.org/web/packages/INLAjoint/index.html
On Tue, 2025-05-27 at 00:15 -0700, Hossein Baghishani wrote:
> Dear INLA developers, experts and users,
> I hope you're doing well.
> I’m interested in whether a joint model for a binary marker and time-to-event
> survival data can be fitted using INLA, particularly in cases where the time-
> to-events exhibit a cured fraction and spatial dependency.
> If this is feasible, I would appreciate any insights on whether the process is
> straightforward or presents notable challenges.
> Thanks in advance for your time and expertise.