3 problems

Let $(M,\Omega_I)$ be a holomorphic symplectic manifold, and let $RW(M,\Omega_I)$ denote its Rozansky–Witten 2-category. Rozansky–Witten Hochschild and cyclic homology conjecture.…

Rozansky--Witten generalized Fujiki relation.

Galois-conjugacy conjecture. $\textrm{TFT}_\pm[{\cal T}_{\rm rank\;0}]$ is a Galois conjugate of $\textrm{RW}_\pm[{\cal T}_{\rm rank\;0}]$.