论文标题
非脱位超表面奇点的极限光谱分布
Limit spectral distribution for non-degenerate hypersurface singularities
论文作者
论文摘要
我们为牛顿非脱位超表面奇点的频谱建立了Kyoji Saito的连续极限分布。在调查了斋藤在不可还原平面曲线奇点的情况下，对锡托的主要价值概念，我们发现对数规范阈值严格限制下面是Milnor数的倒数一倍。我们表明，这种结合在渐近上是锋利的。
We establish Kyoji Saito's continuous limit distribution for the spectrum of Newton non-degenerate hypersurface singularities. Investigating Saito's notion of dominant value in the case of irreducible plane curve singularities, we find that the log canonical threshold is strictly bounded below by the doubled inverse of the Milnor number. We show that this bound is asymptotically sharp.
