5 problems

Let ${\mathfrak{g}}$ be a hyperbolic Kac–Moody Lie algebra and let $\alpha$ be a positive imaginary root. Consider the decomposition of ${\mathfrak{g}}$ with respect to the subalge…

Let the theory satisfy the assumptions of Proposition, and let $\mathcal{O}_{h_\star}$ be the operator with scaling dimension $h_\star$. In the true vacuum of the theory, Kim et al…

The paper considers a Kac–Moody group whose Kac–Moody matrix has size $2$, a parameter $\tau\file$ in the relevant set, the principal series representation $I_\tau$, and the associ…

Let $G$ be a connected reductive group over $\bar{\mathbb F}_q$, and let $S$ be the set of simple reflections of the Weyl group of $G$. Assume that…

ABPS conjectures. There exists a bijection