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It is shown that the free energy associated to a finite dimensional Airy structure is an analytic function at each finite order of the $\hbar$ expansion.
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Eynard, B., Orantin, N., Invariants of algebraic curves and topological expansion , CNTP 1 (97)
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Eynard, B., Topological expansion for the 1-hermitian matrix model correlation functions , JHEP 11 (04)
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Borot, G. et al., Abstract loop equations, topological recursion and new applications , CNTP 09 (15)
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Ciosmak, P. et al., From CFT to Ramond super-quantum curves , JHEP 05 (18)
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Kostov, I., Orantin, N., CFT and topological recursion , JHEP 11 (10)
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Alexandrov, A. et al., Weighted Hurwitz numbers and topological recursion: An overview , JMP 59 (18)
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Bouchard, V. et al., Hurwitz numbers, matrix models and enumerative geometry , PSPM 78 (08)
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Eynard, B., A short overview of the "Topological recursion" , arXiv:1412.3286
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Borot, G., Lecture notes on topological recursion and geometry , arXiv:1705.09986
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Andersen, J. E. et al., The ABCD of topological recursion , arXiv:1703.03307
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