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mebassett
  • Member for 10 years, 9 months
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dual notion to hopf galois extension and properties thereof
oh yes it does! the upper indicies $c^{(1)} \otimes c^{(2)}$ denote that they're coming from the $\beta$ action. lower indicies denote coproducts. I should note that $\beta$ isn't necessarily a coaction, but a "coaction up to $\psi$".
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