2 problems

Let $M_3$ be a 3-manifold, let $G$ be the relevant group, and let … be the moduli space associated with the disk $D^2$, viewed conceptually as the cotangent bundle of the affine Gr…

Let $X$ be a non-compact space whose Rozansky–Witten invariant $Z_{\mathrm{RW}[X]}(M_3)$ computes invariants associated with a non-semisimple modular tensor category, denoted…