Effective determination conjecture for quintic FJRW invariants

Let $\Theta_{g,k}$ denote the genus-$g$ FJRW invariants of the quintic with $k$ insertions, and consider the relations obtained from the virtual-localization equations for mixed spin $P$-fields. Effective determination conjecture. The equations using $d_0=0$ and nonempty $\gamma$'s, that is, with markings, give relations that effectively evaluate all $\Theta_{g,k}$. This would provide an effective procedure for fully determining the FJRW invariants of the quintic, complementing the finite initial-data determination described earlier; the source gives no resolution of this speculation.