abelian
/əˈbiljən/
adjective
(of a group) having members related by a commutative operation (e.g., a×b = b×a).
In 1925 he proved the Krull-Schmidt theorem for decomposing abelian groups of operators.
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adjective
(of a group) having members related by a commutative operation (e.g., a×b = b×a).
In 1925 he proved the Krull-Schmidt theorem for decomposing abelian groups of operators.
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