A class of cancellable L-algebras
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OA: closed
Abstract
Given three $L$-algebras $X$, $Y$ and $Z$ such that $X \times Z$ is isomorphic to $Y \times Z$, when are $X$ and $Y$ isomorphic? In this paper we answer positively this question when $Z=Z_n$, where $Z_n$ is an n-elements $L$-algebra.
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