Proves that correlation differentials from topological recursion on any genus-zero spectral curve are KP integrable, with application to ELSV-type partition functions for r-th roots of twisted log canonical bundles.
Elements of spin Hurwitz theory: closed al- gebraic formulas, blobbed topological recursion, and a proof of the Giacchetto- Kramer-Lewa´ nski conjecture
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Any topological recursion on a rational spectral curve is KP integrable
Proves that correlation differentials from topological recursion on any genus-zero spectral curve are KP integrable, with application to ELSV-type partition functions for r-th roots of twisted log canonical bundles.