“abelian group(classification theorem)”的概念、定义、翻译、参考文献-科学参考

单词	abelian group(classification theorem)
释义	abelian group(classification theorem) Mathematics A finite abelian group is isomorphic to the product group $C_{d_{1}} \times C_{d_{2}} \times \dots \times C_{d_{k}}$ for unique integers d₁, d₂,… d_k⩾2 such that d₁\|d₂\|…\|d_k. Thus, there are five abelian groups of order 240 = 2⁴·3·5, namely C₂₄₀, C₂×C₁₂₀, C₄×C₆₀, C₂×C₂×C₆₀, C₂×C₂×C₂×C₃₀.
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