论文标题
多兼性类别中的同型代数结构
Homotopy Equivalent Algebraic Structures in Multicategories and Permutative Categories
论文作者
论文摘要
我们表明，从多兼性能到置换类别的自由结构是一种易于增强的非对称多函数。然后，我们的主要结果表明，代数类别之间诱导的函子是同质理论的等效性。我们描述了戒指类别的应用。
We show that the free construction from multicategories to permutative categories is a categorically-enriched non-symmetric multifunctor. Our main result then shows that the induced functor between categories of algebras is an equivalence of homotopy theories. We describe an application to ring categories.
