Last Updated:2025/11/28

In quantum mechanics, the projective Hilbert space is the appropriate framework for describing pure states, since vectors that differ only by a nonzero complex scalar represent the same physical state.

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In quantum mechanics, the projective Hilbert space is the appropriate framework for describing pure states, since vectors that differ only by a nonzero complex scalar represent the same physical state.

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量子力学では、非ゼロの複素数によるスカラー倍だけで異なるベクトルを同一視して得られるヒルベルト空間の商空間が、純粋状態を記述するための適切な枠組みである。

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