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Takahashi's higher-genus BPS invariance conjecture for $(\mathbb P^2,E)$
For every $d\in\mathbb Z_{>0}$ and every positive divisor $k$ of $d$ , let $\Omega_{d,k}^{\mathbb P^2/E}(\hbar)\in\mathbb Q[\![\hbar]\!]$ be the higher-genus relative BPS invariant…
openbeyond-compactness bps-invariants gromov-witten-theory
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Takahashi's higher-genus BPS invariance conjecture for (P2,E)(\mathbb P^2,E)(P2,E)