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Extremal Picard-number conjecture for non-splittable toric Fano manifolds
Non-splittable extremal conjecture. One has
openpicard-groups toric-bundles toric-fano-manifolds
03
Extremal Picard-number conjecture for non- $S_3$ -splittable toric Fano manifolds
Non- $S_3$ -splittable extremal conjecture. One has
openfano-fibrations picard-groups toric-fano-manifolds
03
Assarf–Joswig–Paffenholz product decomposition conjecture for toric Fano manifolds
Assarf–Joswig–Paffenholz conjecture. If $d>3k$ , then $X$ is isomorphic to $(S_3)^m\times Y$ , where $m$ is a positive integer and $Y$ is a toric Fano manifold of dimension at most…
openpicard-groups toric-fano-manifolds toric-geometry
03