4 problems

Revised framed LMOV conjecture. For every partition $\mu$,

LMOV conjecture. For every $\mu\in\mathcal{P}_+$, the function $F_{\mu}^{(X,\mathcal{D})}$ has the integral expansion given by the right-hand side of the open multiple-covering for…

Let $\mathcal{K}_{\tau}$ be a framed knot with $\tau\in\mathbb{Z}$, and let $f_m(\mathcal{K}_{\tau};q,a)$ be the reduced free-energy coefficients defined from the reduced Chern–Sim…

Let $\tau\in\mathbb{Z}$ be a framing and let … be the reduced open string partition function of $(\mathbb{C}^3,D_{\tau})$. The reduced LMOV conjecture. There exist nonnegative inte…