Smoothness criterion for Fano orbifolds and bases of Lagrangian fibrations
Zhiyu Liu
math.AGarXiv:2610.20496
Abstract
We establish a smoothness criterion for Fano varieties with quotient singularities. As an application, we show that if X B is a Lagrangian fibration from a compact hyper-Kähler manifold and B has quotient singularities, then B is a projective space.
Create a lesson
Related papers
A prismatic Riemann-Hilbert correspondence
Dylan Pentland
Deformations of Holomorphic p-Contact Structures
Dan Popovici
On the Structure of Radical Towers and their Parametrizations
Javier Sendra-Arranz, Juan Rafael Sendra, Juana Sendra
Chow groups of symmetric products of projective space
Youming Chen, Wenchuan Hu
Stable atomic vector bundles are 1-obstructed
Hanfei Guo
χ-Independence for BPS Invariants of Warped Local Curves
Ana Pavlaković