2 problems

Barthel–Carmeli–Schlank–Yanovski orientability conjecture. The category $\Mod_{\ModEn}$ is $(\SS_{(p)},n+1)$-orientable.

Let $\Gamma$ be a formal group of height $n=(p-1)k$, and let $\mathbb{C}$ denote the complex line bundle appearing in the definition of the orientability order $\Theta$. Orientabil…