grd349 / PBjam

A repo for our peak baggin code and tips on jam
MIT License
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manual override for ε prior? #264

Closed darthoctopus closed 1 year ago

darthoctopus commented 3 years ago

In some cases, the prior placed on ε during the asymptotic fitting procedure is exactly out of phase with the true locations of the radial/quadrupole-mode ridges; however, the presence of the dipole mixed-mode forest permits a "good enough" fit to nonetheless be obtained (see attached figure: echelle.pdf). In such cases, it is often possible to demand (by eye) a small range of values for $\epsilon_0$ in the asymptotic fit, with probably better accuracy than the KDE provides. Perhaps a manual override of the ε range should be permitted?

nielsenmb commented 3 years ago

I think we did have epsilon as an optional input initially, so I don't think it'd be an issue to put it back in. It might also be a sensible thing to do when it comes to updating the prior with F-type stars, which we don't currently have a lot of.

It's just curious that for a star at ~100muHz, the prior shouldn't allow that range of epsilon at all. Also d02 should be 0.5muHz-1.25muHz or similar. That looks more like 0.25.

Did you run the fit with the sampler='cpnest'? That might be a quickfix for the issue.

On Sat, 6 Nov 2021 at 04:24, Joel Ong @.***> wrote:

In some cases, the prior placed on ε during the asymptotic fitting procedure is exactly out of phase with the true locations of the radial/quadrupole-mode ridges; however, the presence of the dipole mixed-mode forest permits a "good enough" fit to nonetheless be obtained (see attached figure: echelle.pdf https://github.com/grd349/PBjam/files/7489874/echelle.pdf). In such cases, it is often possible to demand (by eye) a small range of values for $\epsilon_0$ in the asymptotic fit, with probably better accuracy than the KDE provides. Perhaps a manual override of the ε range should be permitted?

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nielsenmb commented 1 year ago

Currently working on this in dev branch.

This should be solved (along with issue #271) with the update to dimensionality reduction.