A Note on Coseparable Coalgebras

Mathematics – Rings and Algebras

Scientific paper

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Scientific paper

Given a coalgebra $C$ over a commutative ring $R,$ we show that $C$ can be
considered as a (not necessarily counital) $C^{\ast op}$-coring. Moreover, we
show that this coring has a left (right) counity if and only if $C$ is
coseparable as an $R$-coalgebra.

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