2 problems

Maximal-time conjecture. There exists a unique maximal solution to the adapted Chern–Ricci flow on $[0,T)$.

Let $(M,I,J,K)$ be an HKT manifold of quaternionic dimension $n$, with HKT form $\Omega$ and operators $\partial$ and $\partial_J=J^{-1}\circ\overline{\partial}\circ J$. A q-positi…