5 problems

Let the space be a toric Calabi–Yau 3-manifold or 3-orbifold with Aganagic–Vafa outer D-branes, let its partition function be the corresponding brane partition function, and let it…

Let ${\mathfrak X}$ be a toric Calabi–Yau 3-fold, with a Lagrangian brane $L$ and framing parameters $\mathbf t$. Let $\mathcal W_{g,n}({\mathfrak X},L,\mathbf t;x_1,\dots,x_n)$ de…

Let $X$ be a toric Calabi–Yau manifold with mirror family $\check{X}_y$, and let … be the SYZ map, defined by … where $1+\delta_i(q)$ are generating functions of the genus $0$ open…

Open orbifold mirror symmetry conjecture. The open orbifold potentials $F_{g,h}^{(\mathfrak{X},\mathcal{L})}$ are given, after applying the orbifold open and closed mirror maps, by

BKMP conjecture. These integrated correlators are equal to the A-model framed open Gromov–Witten potentials of $(X,L)$, where $L$ is the mirror brane to $\Gamma_X\subset\widehat X$…