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(Q6196)
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subclass of
algebra over a field
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coalgebra
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quasi-bialgebra
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defining formula
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{\displaystyle {\begin{aligned}\Delta \circ \nabla &=\nabla \otimes \nabla \circ (\operatorname {id} \otimes \sigma \otimes \operatorname {id} )\circ \Delta \otimes \Delta \\\epsilon \otimes \epsilon &=\epsilon \circ \nabla \\\eta \otimes \eta &=\Delta \circ \eta \\\epsilon \circ \eta &=\operatorname {id} \end{aligned}}}
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⧼wikibase-sitelinks-mywikigroup⧽
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