概率论与数理统计 (Spring 2023)/Hoeffding's lemma: Revision history

25 May 2023

• curprev 04:4304:43, 25 May 2023‎ Etone talk contribs‎ 4,639 bytes −4‎ No edit summary
• curprev 04:4204:42, 25 May 2023‎ Etone talk contribs‎ 4,643 bytes +10‎ No edit summary
• curprev 04:4104:41, 25 May 2023‎ Etone talk contribs‎ 4,633 bytes +32‎ No edit summary
• curprev 04:4004:40, 25 May 2023‎ Etone talk contribs‎ 4,601 bytes +29‎ No edit summary
• curprev 04:3904:39, 25 May 2023‎ Etone talk contribs‎ 4,572 bytes +11‎ No edit summary
• curprev 04:2904:29, 25 May 2023‎ Etone talk contribs‎ 4,561 bytes −12‎ No edit summary
• curprev 04:2804:28, 25 May 2023‎ Etone talk contribs‎ 4,573 bytes +1‎ No edit summary
• curprev 04:2704:27, 25 May 2023‎ Etone talk contribs‎ 4,572 bytes +40‎ No edit summary

24 May 2023

• curprev 20:2120:21, 24 May 2023‎ Etone talk contribs‎ 4,532 bytes +3‎ No edit summary
• curprev 20:2120:21, 24 May 2023‎ Etone talk contribs‎ 4,529 bytes 0‎ No edit summary
• curprev 20:1820:18, 24 May 2023‎ Etone talk contribs‎ 4,529 bytes +4‎ No edit summary
• curprev 20:1720:17, 24 May 2023‎ Etone talk contribs‎ 4,525 bytes +6‎ No edit summary
• curprev 20:1620:16, 24 May 2023‎ Etone talk contribs‎ 4,519 bytes +9‎ No edit summary
• curprev 20:1620:16, 24 May 2023‎ Etone talk contribs‎ 4,510 bytes −144‎ No edit summary
• curprev 20:1520:15, 24 May 2023‎ Etone talk contribs‎ 4,654 bytes +741‎ No edit summary
• curprev 20:0820:08, 24 May 2023‎ Etone talk contribs‎ 3,913 bytes +3,913‎ Created page with "霍夫丁引理（Hoeffding's lemma）在霍夫丁不等式（[https://en.wikipedia.org/wiki/Hoeffding%27s_inequality Hoeffding's inequality]）的证明中，扮演着关键角色。该引理陈述如下： {{Theorem|霍夫丁引理| :若随机变量 <math>Y</math> 满足 <math>\mathbb{E}[Y]=0</math> 且存在实数 <math>a,b\in\mathbb{R}</math> 使得几乎必然地 (a.s.) <math>a\le Y\le b</math>，则对于任意 <math>\lambda\in\mathbb{R}</math>，都有 ::<math>\ma..."