3 problems

In the appropriate Fukaya-category setting for a compact Calabi–Yau manifold $X$, if a Lagrangian submanifold $L\subset X$ defines an object $E_L$ that is stable with respect to th…

For a general Calabi–Yau threefold $X$ in the Picard-rank-$1$ family of degree-$33$ threefolds in $G(2,6)$ constructed by Inoue–Ito–Miura, there exists a non-birational Calabi–Yau…

Bounded-curvature conjecture. The curvature of the Hodge metric $\omega_H$ is bounded.