论文标题
Fano三倍和分级环数据库的Kawamata界限
Kawamata boundedness for Fano threefolds and the Graded Ring Database
论文作者
论文摘要
我们解释了Mori-Fano 3倍的有效川田界界的结果。特别是，我们描述了39,550个可能的希尔伯特（Hilbert）系列的Semissable Mori-fano系列3倍，以解释其含义，其与已知分类的关系以及它包含的3倍更一般的Fano的财富，以及其对Fano 3倍不断分类的应用。
We explain an effective Kawamata boundedness result for Mori-Fano 3-folds. In particular, we describe a list of 39,550 possible Hilbert series of semistable Mori-Fano 3-folds, with examples to explain its meaning, its relationship to known classifications and the wealth of more general Fano 3-folds it contains, as well as its application to the on-going classification of Fano 3-folds.
