Last Updated:2025/12/05

In our probability seminar, we used the Bhatia-Davis inequality to show that measurements bounded between 0 and 1 cannot have variance exceeding a certain value determined by their mean.

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In our probability seminar, we used the Bhatia-Davis inequality to show that measurements bounded between 0 and 1 cannot have variance exceeding a certain value determined by their mean.

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確率論のゼミでは、実数直線上の任意の有界確率分布の分散に対する上界を用いて、0から1の範囲にある測定値の分散が平均によって決まるある値を超え得ないことを示した。

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