Classification of 2-Fano manifolds with high index

Abstract

In this paper we classify n-dimensional Fano manifolds with index >=n-2 and positive second Chern character.

arXiv comment39 pages

References in corpus (4)

• A note on Fano manifolds whose second Chern character is positive
• Birational Geometry of Toric Varieties
• Families of rationally simply connected varieties over surfaces and torsors for semisimple groups
• The numerical class of a surface on a toric manifold

Cited by in corpus (3)

• Rational curves on $V_5$ and rational simple connectedness
• The minimal projective bundle dimension and toric $2$-Fano manifolds
• Notes on toric Fano varieties associated to building sets