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Crosscap resurgence and Riemann--Hilbert problems for orientifolded conifolds
We study the crosscap contribution to the large-$N$ SO/Sp free energy of the orientifolded conifold by comparing its formal expansion with Faddeev's quantum dilogarithm. This determines its Borel transform, sectorial sums, Stokes jumps, and accumulation limits; in the convergent chamber, these limit
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