central product
quotient of the direct product of the two groups sharing an isomorphic centre by the diagonal of their centres
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central product
Summary
central product is a binary operation[1]. It draws 5 Wikipedia views per month (binary_operation category, ranking #25 of 29).[2]
Key Facts
- central product's instance of is recorded as binary operation[3].
- central product's instance of is recorded as quotient group[4].
- central product's Freebase ID is recorded as /m/0cqjs3[5].
- central product's defining formula is recorded as H \circ K = \frac{H \times K}{{(h,k)\in\operatorname Z(H)\times\operatorname Z(K)\colon \theta(h)k = 1}}[6].
- central product's studied by is recorded as category theory[7].
- central product's maintained by WikiProject is recorded as WikiProject Mathematics[8].
- central product's Microsoft Academic ID is recorded as 2778496460[9].
Why It Matters
central product draws 5 Wikipedia views per month (binary_operation category, ranking #25 of 29).[2]