Effective determination of quintic FJRW invariants from localization relations

Let $\Theta_{g,k}$ denote the FJRW invariants for the quintic indexed by genus $g$ and $k$, and let the relations

$$be the virtual-localization relations; assume the notation and hypotheses of Theorem$$

. Effective determination conjecture. The equations

using $d_0=0$ and nonempty $\gamma$'s (that is, with markings) give relations that, together with Theorem

, effectively evaluate all $\Theta_{g,k}$. This would provide a method for fully determining all FJRW invariants for the quintic, although the source does not establish that the proposed procedure is effective.