Taking the anti-de Sitter minimum of KKLT and the large volume scenario at face value, we argue for the existence of logarithmic quantum corrections to AdS swampland conjectures. If these conjectures receive such corrections, it is natural to suspect that they also arise for other swampland conjectures, in particular the dS swampland conjecture. We point out that the proposed log-corrections are in accord with the implications of the recently proposed trans-Planckian censorship conjecture. We also comment on the emergence proposal in the context of both perturbative flux models and the KKLT construction.

中文翻译：

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沼泽地猜想的量子对数校正

以 KKLT 的反德西特最小值和大容量场景的面值来看，我们认为存在对 AdS 沼泽地猜想的对数量子校正。如果这些猜想得到这样的修正，自然会怀疑它们也会出现在其他沼泽猜想中，尤其是 dS 沼泽猜想。我们指出，提出的对数校正符合最近提出的跨普朗克审查猜想的含义。我们还在微扰通量模型和 KKLT 构造的背景下评论了涌现提议。