4 problems

Let $T_1,\dots,T_s$ be tensor diagrams such that each $[T_i]$ is a cluster variable of $\mathscr{A}(\mathcal{M})$. Let $varphi_i$ be a tagging of $T_i$, with invariant…

Let $\mathcal{M}$ be one of the two moduli spaces considered in the paper, and let $\mathscr{A}(\mathcal{M})$ be its cluster algebra. A tagged web invariant, tagged forest invarian…

Let $V$ be the defining representation in the tensor-diagram setting, let $R_{a,b}(V)$ be the relevant invariant ring, and let $\operatorname{Inv}(V)$ denote the invariant algebra.…

Let $\mathfrak T^*$ be an initial seed of a cluster algebra, and let $X$ be a cluster variable in the cluster algebra generated from that seed. Single-tensor-diagram conjecture. Ev…