A note on $\xi-$Bergman kernels

arXiv2212.01561MaRDI QIDQ6507219

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Abstract: In the present note, we introduce the $xi-$complex singularity exponents, which come from the asymptotic property of $xi-$Bergman kernels on sub-level sets of plurisubharmonic functions; give some relations (including a closedness property) among $xi-$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 $xi-$complex singularity exponents.

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