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In terms of math, I know measure theory, measure theory based probability, differentiable manifolds, galois theory, some algebraic topology, and some representation theory. I have only physics 101 level knowledge of mechanics and electromagnetics. I wonder what math/physics courses should I take to understand the recent papers in integrable probability? Specifically, if I want to understand the papers listed here, what should I study? If you care to elaborate, what physics courses besides math courses should I take to understand the physical background of interesting models in integrable probability?

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    $\begingroup$ If you're especially interested in their work, getting in touch with the people at MIT (more generally the people listed on this website - frg.int-prob.org) is a good idea. They're friendly enough :) Borodin and Gorin also have a nice collection of lecture notes here: arxiv.org/abs/1212.3351 $\endgroup$
    – Sam Hopkins
    Commented Feb 27, 2021 at 13:24

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