3 problems

Let $\Delta$ be an ideal triangulation of $\frak{S}$ and let $\mathbb{I}^q_\Delta$ be the proposed quantum duality map. Quantum Laurent coefficient positivity conjecture. For every…

Let $\mathbb{I}^q_\Delta$ be the quantum duality map and let $c^q(\ell,\ell';\ell”)$ denote the coefficients in the product expansion of its basis elements from the stated quantum-…

Let $\Delta$ be an ideal triangulation of a triangulable generalized marked surface $\frak{S}$, let $\mathbb{I}^q_\Delta$ be the proposed quantum duality map, and let…