2 problems

Boucksom-Demailly-P5un-Peternell duality conjecture for compact K4hler manifolds
Let $X$ be a compact K4hler manifold of complex dimension $n$ . The cone $\mathcal{E}$ of pseudoeffective classes consists of classes in $H^{1,1}_{\mathbb{R}}(X)$ containing a close…
opencone-duality kahler-geometry positive-currents
0 responses
05
Cone duality conjecture for compact balanced manifolds
Cone duality conjecture. The dual cone of $\mathcal E$ is the closure of the balanced cone:
openbalanced-manifolds cone-duality kahler-cones
0 responses
06

Boucksom-Demailly-P5un-Peternell duality conjecture for compact K4hler manifolds