Resonance transformations for the $(2,2p+1)$ minimal string via $x-y$ swap: a proof of Artemev’s conjecture

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Abstract
This paper contains a proof of a recent conjecture of Artemev that connected the resonance transformations for the $$(2,2p+1)$$ ( 2 , 2 p + 1 ) minimal string to the $$x-y$$ x - y swap in the theory of topological recursion.
Funding Information
  • Nederlandse Organisatie voor Wetenschappelijk Onderzoek (OCENW.M.21.233)

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