Paolo Cascini, Jesus Martinez‐Garcia, Yanir A. Rubinstein
Abstract
In dimension two, we reduce the classification problem for asymptotically log Fano pairs to the problem of determining generality conditions on certain blow-ups. In any dimension, we prove the rationality of the body of ample angles of an asymptotically log Fano pair.
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In dimension two, we reduce the classification problem for asymptotically log Fano pairs to the problem of determining generality conditions on certain blow-ups. In any dimension, we prove the rationality of the body of ample angles of an asymptotically log Fano pair.
Key concepts: Fano plane, Generality, Dimension (graph theory), Mathematics, Asymptotically optimal algorithm, Rationality, Pure mathematics, Discrete mathematics