论文标题
$ω$ - 分类的代数理论模型
Weakly $ω$-Categorified Models of Algebraic Theories
论文作者
论文摘要
我们提供了薄弱的$ω$分类模型的预期结构（从布雷西的意义上讲）的群体和难题理论，这是通过更换用于在基本群体，基本群体，基本困境和结构构造的一个弱点的同质性和更大的dimens and dimens dimens and dimens of dimens and dimens的同质性的基本理论中的同质性关系而产生的，这些构造是在同构中产生的。 $ω$ categorifed代数。
We provide the expected constructions of weakly $ω$-categorified models (in the sense of Bressie) of the theory of groups and quandles which arise by replacing the homotopies used to give equivalence relations in the theory of fundamental groups, fundamental quandles, and knot quandles with homotopies of all orders used as arrows of categorical dimensions one and greater, and discuss other related constructions of weakly $ω$-categorifed algebras.
