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In mathematics, especially in the field of … In mathematics, especially in the field of group theory, the central product is one way of producing a group from two smaller groups. The central product is similar to the direct product, but in the central product two isomorphic central subgroups of the smaller groups are merged into a single central subgroup of the product. Central products are an important construction and can be used for instance to classify extraspecial groups. instance to classify extraspecial groups.
, 군론에서, 중심곱(中心곱, 영어: central product)은 두 군을 합성하여 더 큰 군을 만드는 이항 연산이다.:29 직접곱과 유사하나, 이 경우 두 군의 중심(의 부분군)이 중복되지 않는다.
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| rdfs:comment |
군론에서, 중심곱(中心곱, 영어: central product)은 두 군을 합성하여 더 큰 군을 만드는 이항 연산이다.:29 직접곱과 유사하나, 이 경우 두 군의 중심(의 부분군)이 중복되지 않는다.
, In mathematics, especially in the field of … In mathematics, especially in the field of group theory, the central product is one way of producing a group from two smaller groups. The central product is similar to the direct product, but in the central product two isomorphic central subgroups of the smaller groups are merged into a single central subgroup of the product. Central products are an important construction and can be used for instance to classify extraspecial groups. instance to classify extraspecial groups.
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| rdfs:label |
Central product
, 중심곱
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