On a sufficient condition for a Fano manifold to be covered by rational $N$-folds
Takahiro Nagaoka · arXiv (Cornell University) · 2018
In this paper, we prove a conjecture by T. Suzuki, which says if a smooth Fano manifold satisfies some positivity condition on its Chern character, then it can be covered by rational $N$-folds. We prove this conjecture by using purely combinatorial properties of Bernoulli numbers.