3 problems

Finite-group non-reflection conjecture. Then $V$ does not have the $2$-polarization property.

Nonexistence conjecture. There do not exist regulators of the first type for singular polarizations ${\mathcal P}$ such that there exist points $x\in M$ for which ${\mathcal P}_x$…

Let $p:C\overset{\pi}{\longrightarrow}C'\overset{g}{\longrightarrow}\mathbb{P}^1$ be a simply ramified $B_n$-covering with $C$ irreducible. Let $\mathfrak{D}_s$ and…