2018-10-09

finishing papers; galaxy morphology regressions

The morning started with a conversation between Eilers (MPIA) and I in which we decided that we will finish our connected papers (first draft anyway) by Friday. I think she will make it! But will I make it? I am going to be strong. We also went through some ideas about testing the assumptions that underly our Jeans model for the Milky Way disk, and what to write about the outcomes of those tests.

Mid-day I had good conversations with Storey-Fisher (NYU) about building pseudo-simulations that make point sets with low-amplitude non-trivial power spectra. We spent an unfortunate amount of time figuring out how the numpy fft module organizes and stores fourier transform data. It isn't trivial!

In the afternoon, Elisa Chisari (Oxford) gave a nice (and pleasantly technical) talk about weak lensing, which evolved into a longer discussion about how we might get more information out of galaxy imaging surveys. I pitched my ideas of thinking about how we might train regression models that can predict dark-matter structure from galaxy morphologies or even better large-scale-structure morphologies. And Chisari has (indirect) evidence that such approaches might be very powerful, because (with simulations) she showed (in the context of intrinsic-alignment contamination of weak-lensing data) that even simple measures of galaxy morphology are expected to be very sensitive to the local gravitational tidal field.

One thing that came up in this discussion is my suspicion that ellipticity is a very blunt tool. I have counter-examples that show that ellipticity is not necessarily the galaxy property most sensitive to the weak-lensing field (in an information-theoretic sense). But we formulated a challenge: Make an adversarial morphology distribution for galaxies such that none of the weak-lensing information in the data is in the galaxy ellipticities. That would be hilarious (or instructive, or both).

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