About: W-algebra

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In conformal field theory and representation theory, a W-algebra is an associative algebra that generalizes the Virasoro algebra. W-algebras were introduced by Alexander Zamolodchikov, and the name "W-algebra" comes from the fact that Zamolodchikov used the letter W for one of the elements of one of his examples.

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  • In conformal field theory and representation theory, a W-algebra is an associative algebra that generalizes the Virasoro algebra. W-algebras were introduced by Alexander Zamolodchikov, and the name "W-algebra" comes from the fact that Zamolodchikov used the letter W for one of the elements of one of his examples. (en)
  • 수학과 등각 장론에서 W-대수(W-代數, 영어: W-algebra)는 2차원 등각 장론의 무질량 고차 스핀 정칙장에 의해 생성되는 대칭이다.:106–111 비라소로 대수를 일반화한다. (ko)
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  • In conformal field theory and representation theory, a W-algebra is an associative algebra that generalizes the Virasoro algebra. W-algebras were introduced by Alexander Zamolodchikov, and the name "W-algebra" comes from the fact that Zamolodchikov used the letter W for one of the elements of one of his examples. (en)
  • 수학과 등각 장론에서 W-대수(W-代數, 영어: W-algebra)는 2차원 등각 장론의 무질량 고차 스핀 정칙장에 의해 생성되는 대칭이다.:106–111 비라소로 대수를 일반화한다. (ko)
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  • W-대수 (ko)
  • W-algebra (en)
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