论文标题
在连贯的霍夫夫2个代数
On coherent Hopf 2-algebras
论文作者
论文摘要
我们构建一个连贯的HOPF 2代数作为相干2组的量化，该量子由两个Hopf共汇体和一个共同定位剂组成。我们还研究了准共同体HOPF共生群，它们与非平凡的共同体相结合的HOPF 2-代数是连贯的。例如，我们以卡利代数为基础研究功能。
We construct a coherent Hopf 2-algebra as a quantization of coherent 2-group, which consists of two Hopf coquasigroups and a coassociator. We also study quasi coassociative Hopf coquasigroups, which are shown to be coherent Hopf 2-algebras with nontrivial coassociators. As an example, we study functions on a Cayley algebra basis.
