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Approximate Hagemann-Mitschke Co-operations

机译:哈格曼-米茨克近似合作

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摘要

We show that varietal techniques based on the existence of operations of a certain arity can be extended to n-permutable categories with binary coproducts. This is achieved via what we call approximate Hagemann-Mitschke co-operations, a generalisation of the notion of approximate Mal'tsev co-operation [2]. In particular, we extend characterisation theorems for n-permutable varieties due to J. Hagemann and A. Mitschke [8, 9] to regular categories with binary coproducts.
机译:我们表明,基于某种Arity操作存在的品种技术可以扩展到具有二元副产物的n个可置换类别。这是通过我们所谓的近似Hagemann-Mitschke合作(近似Mal'tsev合作概念[2]的概括)来实现的。特别地,由于J. Hagemann和A. Mitschke [8,9],我们将n个可置换变种的刻画定理扩展到带有二元副产物的常规类别。

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