commutative group definition

  • noun:
    • A mathematical team when the outcome of multiplying one member by another is in addition to the purchase of multiplication. Also called abelian group.
    • a bunch that satisfies the commutative legislation
    • A mathematical team when the result of multiplying one member by another is in addition to the purchase of multiplication. Also referred to as abelian group.
    • an organization that satisfies the commutative legislation

Related Sources

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    • A mathematical team when the outcome of multiplying…
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