Steenrod algebra
http://dbpedia.org/resource/Steenrod_algebra an entity of type: Abstraction100002137
대수적 위상수학에서 스틴로드 대수(Steenrod代數, 영어: Steenrod algebra)는 유한체 계수의 안정 코호몰로지 연산들로 구성되는 호프 대수이다.
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In algebraic topology, a Steenrod algebra was defined by Henri Cartan to be the algebra of stable cohomology operations for mod cohomology. For a given prime number , the Steenrod algebra is the graded Hopf algebra over the field of order , consisting of all stable cohomology operations for mod cohomology. It is generated by the Steenrod squares introduced by Norman Steenrod for , and by the Steenrod reduced th powers introduced in Steenrod and the Bockstein homomorphism for .
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스틴로드 대수
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Steenrod algebra
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2146220
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John Milnor
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Ian G. Macdonald
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José Adem
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Wu Wenjun
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John
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Norman
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S.N.
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José
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Henri
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M.M.
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Yuli B.
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David B. A.
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Ian G.
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Shaun R.
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Wen-tsün
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S/s087500
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S/s087550
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Macdonald
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Epstein
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Wu
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Malygin
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Adem
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Postnikov
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Bullett
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Cartan
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Milnor
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Rudyak
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Steenrod
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Steenrod reduced power
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Steenrod square
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1952
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1982
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In algebraic topology, a Steenrod algebra was defined by Henri Cartan to be the algebra of stable cohomology operations for mod cohomology. For a given prime number , the Steenrod algebra is the graded Hopf algebra over the field of order , consisting of all stable cohomology operations for mod cohomology. It is generated by the Steenrod squares introduced by Norman Steenrod for , and by the Steenrod reduced th powers introduced in Steenrod and the Bockstein homomorphism for . The term "Steenrod algebra" is also sometimes used for the algebra of cohomology operations of a generalized cohomology theory.
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대수적 위상수학에서 스틴로드 대수(Steenrod代數, 영어: Steenrod algebra)는 유한체 계수의 안정 코호몰로지 연산들로 구성되는 호프 대수이다.
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30860