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bn:02623336n
Noun Concept
Categories: Hopf algebras, Articles with short description
EN
Sweedler's Hopf algebra  H₄  𝐻₄
EN
In mathematics, Moss E. Sweedler introduced an example of an infinite-dimensional Hopf algebra, and Sweedler's Hopf algebra H4 is a certain 4-dimensional quotient of it that is neither commutative nor cocommutative. Wikipedia
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EN
In mathematics, Moss E. Sweedler introduced an example of an infinite-dimensional Hopf algebra, and Sweedler's Hopf algebra H4 is a certain 4-dimensional quotient of it that is neither commutative nor cocommutative. Wikipedia
4-dimensional non-commutative and non-cocommutative Hopf algebra Wikidata
IS A
Hopf algebra
Taft Hopf algebra
DISCOVERER OR INVENTOR
Moss Sweedler
NAMED AFTER
Moss Sweedler
Wikipedia
EN
Sweedler's Hopf algebra
Wikidata
EN
Sweedler's Hopf algebra
Wikidata Alias
EN
H₄, 𝐻₄

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