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Effectiveness of Demailly's strong openness conjecture and related problems

机译:Demailly的强开放性猜想的有效性和相关问题

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In this article, stimulated by the effectiveness in Berndtsson's solution of the openness conjecture and continuing our solution of Demailly's strong openness conjecture, we discuss conditions to guarantee the effectiveness of the conjecture and establish such an effectiveness result. We explicitly point out a lower semicontinuity property of plurisubharmonic functions with a multiplier, which is implicitly contained in Guan and Zhou (2014, arXiv:1401.7158). We also obtain optimal effectiveness of the conjectures of Demailly-Kollar and Jonsson-Mustat respectively.
机译:在本文中,受Berndtsson解决开放性猜想的有效性的启发,并继续我们对Demailly的强开放性猜想的解决方案,我们讨论了保证猜想有效性的条件并确定了这种有效性结果。我们明确指出了具有乘数的多元次谐波函数的较低半连续性,它隐含在Guan和Zhou(2014,arXiv:1401.7158)中。我们还分别获得了Demailly-Kollar和Jonsson-Mustat猜想的最佳有效性。

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