Last Updated:2025/11/24

Without loss of generality, assume x ≤ y so that we can prove the inequality for this ordering and then extend it to all cases by symmetry.

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Without loss of generality, assume x ≤ y so that we can prove the inequality for this ordering and then extend it to all cases by symmetry.

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一般性を損なうことなく x ≤ y と仮定すれば、この順序について不等式を証明し、対称性によりすべての場合に拡張できます。

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