Variations on the weak bounded negativity conjecture

HIGHLIGHTS

• What: The authors focus on item (b) and the authors obtain the following complete generalization to the singular case: Theorem 5.
• Who:  et al. from the (UNIVERSITY) have published the research work: Variations on the Weak Bounded Negativity Conjecture, in the Journal: (JOURNAL)

SUMMARY

 Ciliberto and Fontanari, Variations on the Weak Bounded Negativity Conjecture There exist constants A, B such that for any integral curve C the authors have k C ≤ A(g - 1) + B. Note that if h0 (X, -K X ) > 0 then k C ≤ 0 for all but finitely . . .

 



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