论文标题
（$ε，n $）的界限 - 枪托类型的投影概括的补充
Boundedness of ($ε, n$)-Complements for projective generalized pairs of Fano type
论文作者
论文摘要
我们显示了$（ε，n）$的存在，以$（ε，\ rr）$的补充 - 互补的投射概括的fano type $（x，b+m）$当$ b $ and $ b $和$μ_j$的系数属于有限套件或$ b $ of $ b $ a $ b $ bel and $ b $ equiv 0 $ 0 $ 0 $'\ equiv 0时， $ m'= \sumμ_jm_j'$和$ m_j'$是b-cartier nef除数。
We show the existence of $(ε,n)$-complements for $(ε,\Rr)$-complementary projective generalized pairs of Fano type $(X,B+M)$ when either the coefficients of $B$ and $μ_j$ belong to a finite set or the coefficients of $B$ belong to a DCC set and $M'\equiv 0$, where $M'=\sumμ_jM_j'$ and $M_j'$ are b-Cartier nef divisors.
