论文标题
连接的球体产品总和的自我等效性的稳定共同体学
The stable cohomology of self-equivalences of connected sums of products of spheres
论文作者
论文摘要
我们确定了$ s^k \ times s^l $的稳定分类空间（相对于嵌入式磁盘）的稳定分类空间的共同体，其中$ 3 \ le k <l \ l \ le 2k -2 $。结果用Lie Graph复杂同源性表示。
We identify the cohomology of the stable classifying space of homotopy automorphisms (relative to an embedded disk) of connected sums of $S^k \times S^l$, where $3 \le k < l \le 2k - 2$. The result is expressed in terms of Lie graph complex homology.
