论文标题
$ξ-$ bergman内核的注释
A note on $ξ-$Bergman kernels
论文作者
论文摘要
在本说明中，我们介绍了$ξ-$复杂的奇异指数，该指数来自$ξ-$ bergman内核的渐近属性，该属性在plurisubharmonic函数的子级别集中；在$ξ-$复杂的奇异指数，复杂的奇异指数和跳跃数字之间提供一些关系（包括封闭属性）；将复杂奇点指数（例如限制公式和亚辅助属性）的某些属性概括为$ξ-$复杂的奇异指数。
In the present note, we introduce the $ξ-$complex singularity exponents, which come from the asymptotic property of $ξ-$Bergman kernels on sub-level sets of plurisubharmonic functions; give some relations (including a closedness property) among $ξ-$complex singularity exponents, complex singularity exponents, and jumping numbers; generalize some properties of complex singularity exponents (such as the restriction formula and subadditivity property) to $ξ-$complex singularity exponents.
