论文标题
完整交叉点的α不变
The alpha invariant of complete intersections
论文作者
论文摘要
我们计算任何光滑的复合型旋转旋转完整尺寸$ 1 \; （{\ rm mod} \; 4）$。我们证明，α不变性仅取决于总学位和蓬蒂拉金类。我们的发现与长期存在的猜想一致，通常称为沙利文的猜想，该猜想指出，两个具有相同维度的完整相交，总学位，pontryagin和Euler类是不同的。
We compute the alpha invariant of any smooth complex projective spin complete intersection of complex dimension $1 \; ({\rm mod} \; 4)$. We prove that the alpha invariant depends only on the total degree and Pontryagin classes. Our findings are consistent with a long-standing conjecture, often called the Sullivan Conjecture, which states that two complete intersections with the same dimensions, total degrees, Pontryagin and Euler classes are diffeomorphic.
