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quasi-Hopf algebra
quasi-bialgebra equipped with a quasi-antipode
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Statements
instance of
mathematical concept
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subclass of
quasi-bialgebra
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named after
Hopf algebra
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studied in
abstract algebra
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discoverer or inventor
Vladimir Drinfeld
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time of discovery or invention
1989
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defining formula
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{\displaystyle \sum _{i}S(b_{i})\alpha c_{i}=\varepsilon (a)\alpha }
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imported from Wikimedia project
English Wikipedia
maintained by WikiProject
WikiProject Mathematics
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Identifiers
Freebase ID
/m/0ct5rf
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Microsoft Academic ID
2780585392
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nLab ID
quasi-Hopf algebra
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Wikipedia
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enwiki
Quasi-Hopf algebra
frwiki
Algèbre de quasi-Hopf
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