3 problems

Let $A\subset N=\mathbb Z^d$ and $Q=\operatorname{conv}(A)$, and let $F$ be an edge of the secondary polytope. Let $Z_F$ be the associated space, let $n_{\Gamma,F}$ be the multipli…

Let $\operatorname{Sph}$ be the $\infty$-category formed by spherical adjunctions, and let ${\mathcal{S}}t_{\Lambda_\infty}^{\operatorname{adm},\,2\text{-Segal}}$ be the $\infty$-c…

Cotwist conjecture. There is a commutative diagram in $\operatorname{LinCat}_R$ identifying $T_{\operatorname{Fun}(S^n,\operatorname{RMod}_R)}$ under the equivalence…