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FUSION 2-CATEGORIES WITH NO LINE OPERATORS ARE GROUPLIKE
Bulletin of the Australian Mathematical Society ( IF 0.6 ) Pub Date : 2021-02-19 , DOI: 10.1017/s0004972721000095
THEO JOHNSON-FREYD , MATTHEW YU

We show that if ${\mathcal C}$ is a fusion $2$ -category in which the endomorphism category of the unit object is or , then the indecomposable objects of ${\mathcal C}$ form a finite group.

中文翻译:

没有生产线运营商的 FUSION 2 类别是 GROUPLIKE

我们证明如果${\数学 C}$是一个融合$2$- 单元对象的自同态范畴为的范畴要么,那么不可分解的对象${\数学 C}$形成一个有限群。
更新日期:2021-02-19
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