Replies: 1 comment 5 replies
-
|
In general I think this is often a sign that the chosen parameterization is too restrictive to allow the model to account for the remaining residuals. So I'd start by trying to understand the cause of the spread in the observations by inspecting in time-space - it could be a real physical effect that varies with time (spots etc), an imprecise orbital period or "eclipse" timing variations causing a horizontal shift, or something that can be treated as noise. Depending on the answer to that, you want to introduce the appropriate flexibility into the forward model. I also notice that you're not marginalizing over passband luminosity or third light, so the model doesn't have freedom to scale or move vertically (apart from the inclination) - I'd definitely add least It also looks like your data uncertainties may be underestimated (if the vertical spread in observations is noise, then that spread is much larger than the individual error bars that are visible). In that case, I'd suggest marginalizing over Lastly, it looks like the sampler is still converging/burning in, so the spread may improve after it finds the solution and gets to fully explore the parameter space. I'd suggest using optimizers as much as possible before switching to MCMC and spend the time carefully constructing the initializing distributions so that sampling run is as efficient as possible. Hope this helps! |
Beta Was this translation helpful? Give feedback.


Uh oh!
There was an error while loading. Please reload this page.
-
Why I constrain the parameters gausses scale so small, but its MCMC fitting in-probability result always arise. Even I change the walk-step to 1000 to fit it, the final result always deviate it reasonable value. So please you can help me to resolve this question, thanks!
Beta Was this translation helpful? Give feedback.
All reactions