From 9a61f9e047150052dfa80ac6f67e5d88142b7baa Mon Sep 17 00:00:00 2001 From: qiwang067 Date: Wed, 4 Aug 2021 21:44:07 +0800 Subject: [PATCH] fix ch3 --- docs/chapter3/chapter3.md | 6 +++--- docs/chapter3/img/3.2.png | Bin 506191 -> 451425 bytes 2 files changed, 3 insertions(+), 3 deletions(-) diff --git a/docs/chapter3/chapter3.md b/docs/chapter3/chapter3.md index 0910f72..7e26817 100644 --- a/docs/chapter3/chapter3.md +++ b/docs/chapter3/chapter3.md @@ -26,9 +26,9 @@ MDP 就是序列决策这样一个经典的表达方式。MDP 也是强化学习 如上图所示,我们把这些可能的动作和可能的状态转移的关系画成一个树状图。它们之间的关系就是从 $s_t$ 到 $a_t$ ,再到 $s_{t+1}$ ,再到 $a_{t+1}$,再到 $s_{t+2}$ 这样子的一个过程。 -我们去跟环境交互,只能走完整的一条通路。这里面产生了一系列的一个决策的过程,就是我们跟环境交互产生了一个经验。**我们会使用 `P 函数(probability function)`和 `R 函数(reward function)`来去描述环境。**P 函数就是状态转移的概率,P 函数实际上反映的是环境的一个随机性。 +我们去跟环境交互,只能走完整的一条通路。这里面产生了一系列的一个决策的过程,就是我们跟环境交互产生了一个经验。**我们会使用 `概率函数(probability function)`和 `奖励函数(reward function)`来去描述环境。**概率函数就是状态转移的概率,概率函数实际上反映的是环境的一个随机性。 -**当我们知道 P 函数和 R 函数时,我们就说这个 MDP 是已知的,可以通过 policy iteration 和 value iteration 来找最佳的策略。** +当我们知道概率函数和奖励函数时,我们就说这个 MDP 是已知的,可以通过 policy iteration 和 value iteration 来找最佳的策略。 比如,在熊发怒的情况下,我如果选择装死,假设熊看到人装死就一定会走的话,我们就称在这里面的状态转移概率就是 100%。但如果说在熊发怒的情况下,我选择跑路而导致可能跑成功以及跑失败,出现这两种情况。那我们就可以用概率去表达一下说转移到其中一种情况的概率大概 10%,另外一种情况的概率大概是 90% 会跑失败。 @@ -39,7 +39,7 @@ MDP 就是序列决策这样一个经典的表达方式。MDP 也是强化学习 ![](img/3.3.png) 因为现实世界中人类第一次遇到熊之前,我们根本不知道能不能跑得过熊,所以刚刚那个 10%、90% 的概率也就是虚构出来的概率。熊到底在什么时候会往什么方向去转变的话,我们经常是不知道的。 -**我们是处在一个未知的环境里的,也就是这一系列的决策的 P 函数和 R 函数是未知的,这就是 model-based 跟 model-free 的一个最大的区别。** +**我们是处在一个未知的环境里的,也就是这一系列的决策的概率函数和奖励函数是未知的,这就是 model-based 跟 model-free 的一个最大的区别。** 强化学习就是可以用来解决用完全未知的和随机的环境。强化学习要像人类一样去学习,人类学习的话就是一条路一条路地去尝试一下,先走一条路,看看结果到底是什么。多试几次,只要能活命的。我们可以慢慢地了解哪个状态会更好, diff --git a/docs/chapter3/img/3.2.png b/docs/chapter3/img/3.2.png index 2ef99baa33b59ceec68b1d38cca97907c26d9147..5597140aa5277883d46767be70994d9247ed8d15 100644 GIT binary patch delta 108178 zcmaI81z1%}+doW~gmj0fbV)ZTDAGu?X^^f>H;a@85$Oi$?(UNAZjkP7_%?dZ^FDFD 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