most citedA collection of cancellative, singly aligned, non-embeddable monoids

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math.RA2024★ 2 cited

A collection of cancellative, singly aligned, non-embeddable monoids

Milo Edwardes, Daniel Heath

By classical results of Malcev, cancellative monoids need not be group-embeddable. In this paper, we describe and give presentations for and study an infinite family $\mathcal{M}_n…