ScalingStacks

Remark 13.16. From the above theorem and Th. 10.1 it follows that the automorphism group of the $\infty$-category $\CSS(\Theta_{n})$ is the discrete group $(\mathbb{Z}/2)^{n}$. A more direct proof of this fact, based on computing the automorphisms of the category $\Theta_{n}$, has appeared in [2].