Last Updated:2025/11/21

When we restrict our attention to three-space, every vector can be uniquely expressed as a linear combination of three linearly independent real basis vectors.

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When we restrict our attention to three-space, every vector can be uniquely expressed as a linear combination of three linearly independent real basis vectors.

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考える対象を三次元実ベクトル空間に限定すると、任意のベクトルは三つの一次独立な基底ベクトルの線形結合として一意に表現できます。

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