UNI-MB - logo
UMNIK - logo
 
E-viri
Celotno besedilo
Odprti dostop
  • Feng, Hao

    arXiv (Cornell University), 08/2017
    Paper, Journal Article

    In this paper, we prove the following "Weak Bounded Negativity Conjecture", which says that given a complex smooth projective surface \(X\), for any reduced curve \(C\) in \(X\) and integer \(g\), assume that the geometric genus of each component of \(C\) is bounded from above by \(g\), then the self-intersection number \(C^2\) is bounded from below.