论文标题
次级Hochschild同源性和差异
Secondary Hochschild homology and differentials
论文作者
论文摘要
在本文中，我们研究了kähler差异的概括，该差异对应于与三重$（a，b，\ varepsilon）$相关的次级霍基柴尔德同源性。我们以低维度建立计算，同时还显示了这如何与乘法映射的内核连接。
In this paper we study a generalization of Kähler differentials, which correspond to the secondary Hochschild homology associated to a triple $(A,B,\varepsilon)$. We establish computations in low dimension, while also showing how this connects with the kernel of a multiplication map.
