4 problems

Let $X_1=(X,\omega_1)$ and $X_2=(X,\omega_2)$ be symplectic manifolds on the same underlying manifold, where $\omega1$ and $\omega2$ are connected by a path of symplectic forms. For…

Let $X$ be a symplectic manifold, and let $g_0,g_1:X\rightarrow X$ be symplectomorphisms. The maps $(g_0)_*$ and $(g_1)_*$ are induced on the groups $SH_{\bullet}^M(Y,X)$ associate…

Let $\operatorname{Kt}_F$ be Kottwitz's $F$-linear tensor category for a local or global field $F$, and let there be natural functors … For a variety $X$ over…

Let $\mathbb{TR}$ be a candidate (co)homology theory on dg-categories over $\mathbf{F}_{p}$, with $\mathsf{dg}\mathsf{Cat}_{\mathbf{F}_{p}}$ the category of dg-categories over…