Vari\'et\'es projectives complexes dont l'\'eclat\'ee en un point est de Fano

L. Bonavero; F. Campana; J. A. Wiśniewski

Vari\'et\'es projectives complexes dont l'\'eclat\'ee en un point est de Fano

Algebraic Geometry 2007-05-23 v2

Authors: L. Bonavero , F. Campana , J. A. Wiśniewski

Abstract

We classify complex projective manifolds $X$ for which there exists a point $a$ such that the blow-up of $X$ at $a$ is Fano.

Keywords

fano varieties

Cite

@article{arxiv.math/0106047,
  title  = {Vari\'et\'es projectives complexes dont l'\'eclat\'ee en un point est de Fano},
  author = {L. Bonavero and F. Campana and J. A. Wiśniewski},
  journal= {arXiv preprint arXiv:math/0106047},
  year   = {2007}
}