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- 簡森不等式 - 维基百科，自由的百科全书
琴生不等式（英語： Jensen's inequality ，台湾稱作簡森不等式 [1] ），或稱延森不等式，以丹麥 數學家 約翰·延森命名。 它給出 積分 的 凸函數 值和凸函數的積分值間的關係，在此不等式最簡單形式中，闡明了對一平均做凸函數轉換，會小於等於先做凸函數轉換
- Jensen不等式初步理解及证明 - 知乎 - 知乎专栏
Jensen不等式（Jensen's inequality）是以丹麦数学家Johan Jensen命名的，它在概率论、机器学习、测度论、统计物理等领域都有相关应用。 在机器学习领域，我目前接触到的是用Jensen不等式用来证明KL散度大于等…
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- 常见不等式考察（一）——Jensen不等式 - CSDN博客
Jensen不等式是一个非常有用的不等式，它描述了凸函数和期望之间的关系。其核心内容是：对期望应用凸函数的结果总是小于或等于应用该函数后再取期望的结果。如果函数是凹的，则两者的关系是反过来的。
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