3 problems

Let $G$ be a simply laced group, let $T_j(z)$ be a canonical coordinate of a $(G,q)$-oper, and let $Q^i_+(z)$ and $\Lambda_i(z)$, for $i=1,\ldots,r$, be the corresponding polynomia…

Let $G$ be a simply laced simply connected simple complex Lie group, let $Q^i_+(z)$ be the associated polynomials, and let the canonical coordinates of a $(G,q)$-oper be defined as…

Let $G$ be the group defining the framed multiplicative Hitchin moduli space, let $D$ be the singularity divisor, let $\omega^\vee$ be the local coweight data, and let…