Young symmetrizer
http://dbpedia.org/resource/Young_symmetrizer an entity of type: Abstraction100002137
In mathematics, a Young symmetrizer is an element of the group algebra of the symmetric group, constructed in such a way that, for the homomorphism from the group algebra to the endomorphisms of a vector space obtained from the action of on by permutation of indices, the image of the endomorphism determined by that element corresponds to an irreducible representation of the symmetric group over the complex numbers. A similar construction works over any field, and the resulting representations are called Specht modules. The Young symmetrizer is named after British mathematician Alfred Young.
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楊對稱化子（英語：Young symmetrizer），是表示論中的一種工具，用作的唔約得表示。
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Young symmetrizer
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楊對稱化子
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1585226
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1079811701
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November 2016
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In mathematics, a Young symmetrizer is an element of the group algebra of the symmetric group, constructed in such a way that, for the homomorphism from the group algebra to the endomorphisms of a vector space obtained from the action of on by permutation of indices, the image of the endomorphism determined by that element corresponds to an irreducible representation of the symmetric group over the complex numbers. A similar construction works over any field, and the resulting representations are called Specht modules. The Young symmetrizer is named after British mathematician Alfred Young.
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楊對稱化子（英語：Young symmetrizer），是表示論中的一種工具，用作的唔約得表示。
xsd:nonNegativeInteger
7111