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bn:03268731n
Noun Concept
Categories: Articles with short description, Algebras, Differential operators, Ring theory
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Weyl algebra  symplectic Clifford algebra
EN
In abstract algebra, the Weyl algebra is the ring of differential operators with polynomial coefficients, namely expressions of the form f m ∂ X m + f m − 1 ∂ X m − 1 + ⋯ + f 1 ∂ X + f 0. Wikipedia
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EN
In abstract algebra, the Weyl algebra is the ring of differential operators with polynomial coefficients, namely expressions of the form f m ∂ X m + f m − 1 ∂ X m − 1 + ⋯ + f 1 ∂ X + f 0. Wikipedia
differential algebra Wikidata
The ring of differential operators with polynomial coefficients (in one variable), namely expressions of the form f m ( X ) ∂ X m + f m − 1 ( X ) ∂ X m − 1 + ⋯ + f 1 ( X ) ∂ X + f 0 ( X ) . Wiktionary
NAMED AFTER
Hermann Weyl
STUDIED BY
category theory
Wikipedia
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Weyl algebra
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Weyl algebra
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Weyl algebra
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symplectic Clifford algebra

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