论文标题
稳定的奇异变性
Stable degenerations of singularities
论文作者
论文摘要
对于任何Kawamata对数终端（KLT）奇异性和其归一化体积函数的任何最小化器，我们证明相关的分级环总是有限地生成的，如Chi Li所猜想。结果，我们完成了Chi Li提出的稳定变性猜想的最后一步，以及任意KLT奇异性的第一名作者。
For any Kawamata log terminal (klt) singularity and any minimizer of its normalized volume function, we prove that the associated graded ring is always finitely generated, as conjectured by Chi Li. As a consequence, we complete the last step of establishing the Stable Degeneration Conjecture proposed by Chi Li and the first named author for an arbitrary klt singularity.
