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On the ternary semigroups of homeomorphic transformations of bounded closed sets with nonempty interior of finite-dimensional Euclidean spaces

机译:关于有限闭合空间的非空闭合套装的三元半群

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摘要

Ternary semigroup is a universal algebra with an associative ternary operation. We give a characterization of bounded closed sets with nonempty interior of finite-dimensional Euclidean spaces by ternary semigroups of pairs of homeomorphic transformations.
机译:三元半群是一个具有联想三元手术的通用代数。 我们通过三元半群对邻常规转换的三元半群体具有非空心内部的有界闭合集的特征。

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