Adamović's orbifold quasi-lisse conjecture

Let

$$V=\bigoplus_{n\geqslant 0}V_n$$

be a simple positively graded quasi-lisse vertex algebra with $V_0\cong\mathbb{C}$, and let $G$ be a finite solvable automorphism group of $V$. Adamović's conjecture. The fixed-point vertex algebra $V^G$ is also quasi-lisse.

This conjecture concerns preservation of the quasi-lisse property under finite solvable orbifolds. The result in the paper supports it by providing examples, but its general status is not resolved there.