Last Updated:2025/12/04

The linear sum of subspaces U and V equals their span, containing every linear combination of vectors from U ∪ V.

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The linear sum of subspaces U and V equals their span, containing every linear combination of vectors from U ∪ V.

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部分空間UとVの線形和はそれらのスパンと一致し、U∪Vのベクトルからなるすべての線形結合を含む。

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