Abstract
In this note we will show that the dilation result obtained for fractional skew monoid rings, in the case of a cancellative left Ore monoid $S$ acting on a unital ring $A$ by corner isomorphisms, holds in full generality. We apply this result to the context of semigroup $C^*$-crossed products.
Citation
E. Pardo. "Dilations and full corners on fractional skew monoid rings." Publ. Mat. 58 (1) 155 - 177, 2014.
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