Mirror-symmetry prediction for BPS invariants of Pfaffian Calabi–Yau threefolds of degrees 5, 7 and 10

Let $X_i$ be the Pfaffian Calabi–Yau threefold for $i\in\{5,7,10\}$, and let $\{n_d^g\}_{d\in\mathbb{N}}$ be the numbers listed in the Appendix. BPS-invariant conjecture. The BPS invariants of $X_i$, for $i\in\{5,7,10\}$, coincide with the numbers $\{n_d^g\}_{d\in\mathbb{N}}$ in the Appendix, as mirror symmetry predicts. The claim is part of the paper’s verification of mirror phenomena through computed invariants; the supplied text does not report a proof or a resolution beyond that comparison.