3 problems

Mond conjecture.

Let $(V,0)$ be a normal surface singularity in $\mathbb C^4$ that is not a complete intersection. Milnor–Tjurina conjecture in C4. … with equality if and only if $(V,0)$ is quasi-h…

Let $(V,0)$ be a non-Gorenstein surface singularity admitting a $\mathbb Q$-Gorenstein smoothing, meaning a smoothing obtained as an $r$-cyclic quotient of a smoothing of the index…