From 733b09de1b65deae3ef4edf7a8e9427c1be48d8f Mon Sep 17 00:00:00 2001 From: quantumiracle Date: Tue, 8 Mar 2022 11:30:38 -0500 Subject: [PATCH] add contents chap12 --- chapter_reinforcement_learning/marl.md | 31 ++++++++++++++++++ chapter_reinforcement_learning/marl_sys.md | 13 ++++++++ .../rl_introduction.md | 18 ++++++++++ .../single_node_rl.md | 13 ++++++++ chapter_reinforcement_learning/summary.md | 3 ++ img/ch12/ch12-a3c.pdf | Bin 0 -> 66850 bytes img/ch12/ch12-a3c.png | Bin 0 -> 307650 bytes img/ch12/ch12-impala.pdf | Bin 0 -> 68490 bytes img/ch12/ch12-impala.png | Bin 0 -> 520620 bytes img/ch12/ch12-marl-train.pdf | Bin 0 -> 58684 bytes img/ch12/ch12-marl-train.png | Bin 0 -> 602067 bytes img/ch12/ch12-marl.pdf | Bin 0 -> 64718 bytes img/ch12/ch12-marl.png | Bin 0 -> 126319 bytes img/ch12/ch12-rl.pdf | Bin 0 -> 60707 bytes img/ch12/ch12-rl.png | Bin 0 -> 27312 bytes img/ch12/ch12-rllib-arch.png | Bin 0 -> 145582 bytes img/ch12/ch12-rllib-distributed.png | Bin 0 -> 212531 bytes img/ch12/ch12-rlzoo.pdf | Bin 0 -> 75904 bytes img/ch12/ch12-rlzoo.png | Bin 0 -> 414631 bytes 19 files changed, 78 insertions(+) create mode 100644 chapter_reinforcement_learning/marl.md create mode 100644 chapter_reinforcement_learning/marl_sys.md create mode 100644 chapter_reinforcement_learning/rl_introduction.md create mode 100644 chapter_reinforcement_learning/single_node_rl.md create mode 100644 chapter_reinforcement_learning/summary.md create mode 100644 img/ch12/ch12-a3c.pdf create mode 100644 img/ch12/ch12-a3c.png create mode 100644 img/ch12/ch12-impala.pdf create mode 100644 img/ch12/ch12-impala.png create mode 100644 img/ch12/ch12-marl-train.pdf create mode 100644 img/ch12/ch12-marl-train.png create mode 100644 img/ch12/ch12-marl.pdf create mode 100644 img/ch12/ch12-marl.png create mode 100644 img/ch12/ch12-rl.pdf create mode 100644 img/ch12/ch12-rl.png create mode 100644 img/ch12/ch12-rllib-arch.png create mode 100644 img/ch12/ch12-rllib-distributed.png create mode 100644 img/ch12/ch12-rlzoo.pdf create mode 100644 img/ch12/ch12-rlzoo.png diff --git a/chapter_reinforcement_learning/marl.md b/chapter_reinforcement_learning/marl.md new file mode 100644 index 0000000..0769a19 --- /dev/null +++ b/chapter_reinforcement_learning/marl.md @@ -0,0 +1,31 @@ +## 多智能体强化学习 + +以上所讲述的强化学习内容都为单智能体强化学习,而在近来的强化学习研究中,多智能体强化学习越来越受到研究人员关注。回想在本小节初介绍的单智能体强化学习框架图:numref:`ch12/ch12-rl`,其中我们只有单个智能体产生的单个动作对环境产生影响,环境也返回单个奖励值给智能体。这里我们把单智能体强化学习扩展到多智能体强化学习,可以得到至少两种可能的多智能体强化学习框架,如图:numref:`ch12/ch12-marl`所示。图:numref:`ch12/ch12-marl`(a)为多智能体同时执行动作的情况,他们相互之间观察不到彼此的动作,他们的动作一同对环境产生影响,并各自接受自己动作所产生的奖励。图:numref:`ch12/ch12-marl`(b)为多智能体顺序执行动作的情况,后续智能体可能观察到前序智能体的动作,他们的动作一同对环境产生影响,并接受到各自的奖励值或共同的奖励值。除此之外,还有许多其他可能的多智能体框架,如更复杂的智能体间观察机制、智能体间通讯机制、多智能体合作与竞争等等。同时,这里假设多个智能体对环境的观察量都为环境的状态,这是最简单的一种,也是现实中最不可能出现的一种,实际情况下的多智能体往往对环境有各自不同的观察量。 + +[loading-ag-175](../img/ch12/ch12-marl.png) + +:width:`800px` + +:label:`ch12/ch12-marl` + +这里我们可以根据前面对单智能体强化学习过程的马尔可夫决策过程描述,给出多智能体强化学习的马尔可夫决策过程,它可以用一个数组$(\mathcal{S}, N, \boldsymbol{\mathcal{A}}, \mathbf{R}, \mathcal{T}, \gamma)$来表示。$N$是智能体个数,$\mathcal{S}$和$\boldsymbol{\mathcal{A}}=(\mathcal{A}_1, \mathcal{A}_2, ..., \mathcal{A}_N)$分别是环境状态空间和多智能体动作空间,其中$A_i$是第$i$个智能体的动作空间,$\mathbf{R}=(R_1, R_2, ..., R_N)$是多智能体奖励函数,$\mathbf{R}(s,\mathbf{a})$: $\mathcal{S}\times \boldsymbol{\mathcal{A}}\rightarrow \mathbb{R}^N$为对于当前状态$s\in\mathcal{S}$和当前多智能体动作$\mathbf{a}\in\boldsymbol{\mathcal{A}}$的奖励向量值,其中$R_i$是对第$i$个智能体的奖励值。从当前状态和动作到下一个状态的状态转移概率定义为$\mathcal{T}(s^\prime|s,\mathbf{a})$: $\mathcal{S}\times\boldsymbol{\mathcal{A}}\times\mathcal{S}\rightarrow \mathbb{R}_+$。$\gamma\in(0,1)$是奖励折扣因子(假设多个智能体采用相同的奖励折扣因子)。不同于单智能体强化学习,多智能体强化学习的目标除了常见的最大化每个智能体各自的期望累计奖励值$\mathbb{E}[\sum_t \gamma^t r^i_t], i\in[N]$之外,还有许多其他可能的学习目标,如达到纳什均衡、最大化团队奖励等等。 + +由上述介绍和定义可以发现,多智能体强化学习是一个比单智能体强化学习更加复杂的问题。而实际上,多个智能体的存在,对于每个智能体的决策而言,绝对不是简单的把每个单智能体决策累加的难度,实际情况要比单智能体决策问题复杂很多。多智能体系统的研究实际上是门古老的学科,它与博弈论(Game Theory)密切相关,在深度强化学习盛行以前早已有大量研究和许多理论上未解的难题。其中一个典型的问题是纳什均衡在双人非零和博弈下没有多项式时间内可解的方法(实际上,这是一个PPAD(Polynomial Parity Argument, Directed version)类的问题。见Settling the Complexity of Computing Two-Player Nash Equilibria. Xi Chen, et al.)。由于篇幅限制,我们这里无法对多智能体问题做深入探讨,我们可以用一个简单例子来介绍为什么多智能体强化学习问题无法简单地用单智能体强化学习算法来解。 + +| | 剪刀 | 石头 | 布 | +| --- | ------- | ------- | ------- | +| 剪刀 | (0,0) | (-1,+1) | (+1,-1) | +| 石头 | (+1,-1) | (0,0) | (-1,+1) | +| 布 | (-1,+1) | (+1,-1) | (0,0) | + +:label:`tab:ch12/ch12-marl` + +我们考虑一个大家都熟悉的游戏就“剪刀、石头、布”,考虑两个玩家玩这个游戏的输赢情况,“剪刀<石头<布<剪刀...”,这里的“<”即前一个纯策略被后一个纯策略完全压制,我们给予奖励值-1、+1到这两个玩家,当他们选择相同的纯策略时,奖励值均为0。于是我们得到一个奖励值表如:numref:`tab:ch12/ch12-marl`所示,横轴为玩家1,纵轴为玩家2,表内的数组为玩家1和玩家2各自在相应动作下得到的奖励值。由于这个矩阵的反对称性,这个问题的纳什均衡策略对两个玩家相同,均为$(\frac{1}{3}, \frac{1}{3}, \frac{1}{3})$的策略分布,即有各$\frac{1}{3}$的概率出剪刀、石头或布。如果我们把得到这个纳什均衡策略作为多智能体学习的目标,那么我们可以简单分析得到这个均衡策略无法通过简单的单智能体算法得到。考虑我们随机初始化两个玩家为任意两个纯策略,比如玩家1出剪刀,玩家2出石头。这时假设玩家2策略固定,可以把玩家2看做固定环境的一部分,于是可以使用任意单智能体强化学习算法对玩家1进行训练,使其最大化自己的奖励值。于是,玩家1会收敛到布的纯策略。这时再把玩家1固定,训练玩家2,玩家2又收敛到剪刀的纯策略。于是循环往复,整个训练过程始终无法收敛,玩家1和2各自在3个策略中循环却无法得到正确的纳什均衡策略。 + +我们在上面这个例子中采用的学习方法其实是多智能体强化学习中最基础的一种,叫自学习(Selfplay)。我们可以看到自学习在特定的任务设置下可能无法收敛到我们想要的最终目标。正是由于多智能体学习过程中有类似循环结构的出现,我们需要更复杂的训练方法,和专门针对多智能体的学习方式来达到我们想要的目标。一般来讲,多智能体强化学习是比单智能体强化学习更复杂的一类,对于自学习的方法而言,单智能体强化学习的过程可以看做一个多智能体强化学习的子任务。从前面这一小游戏的角度来理解,当玩家1策略固定时,玩家1加游戏环境构成玩家2的实际学习环境,由于这个环境是固定的,玩家2可以通过单智能体强化学习来达到自身奖励值最大化;这时再固定玩家2的策略,玩家1又可以进行单智能体强化学习......这样,单智能体强化学习是多智能体任务的子任务。其他算法如虚构自学习(Fictitious Self-play),需要在每个单智能体强化学习的步骤中,对对手历史策略的平均策略求得最优应对策略,而对手的训练也是如此,进行循环,能够在上面剪刀-石头-布一类的游戏中保证收敛到纳什均衡策略。 + +[loading-ag-175](../img/ch12/ch12-marl-train.png) + +:width:`800px` + +:label:`ch12/ch12-marl_train` \ No newline at end of file diff --git a/chapter_reinforcement_learning/marl_sys.md b/chapter_reinforcement_learning/marl_sys.md new file mode 100644 index 0000000..92746d8 --- /dev/null +++ b/chapter_reinforcement_learning/marl_sys.md @@ -0,0 +1,13 @@ +## 多智能体强化学习系统 + +上述的简单例子只是为了帮助读者理解强化学习在多智能体问题里的角色,而如今前沿的多智能体强化学习算法已经能够解决相当大规模的复杂多智能体问题,如星际争霸(StarCraft II)、Dota 2等游戏,已相继被DeepMind、OpenAI等公司所研究的智能体AlphaStar~\citep{vinyals2019grandmaster}和OpenAI Five~\citep{berner2019dota}攻克,达到超越人类顶级玩家的水平。国内公司如腾讯、启元世界等也提出了星际争霸游戏的多智能体强化学习解决方案TStarBot-X~\citep{han2020tstarbot}和SCC~\citep{wang2021scc}。对于这类高度复杂的游戏环境,整个训练过程对分布式计算系统的要求更高,而整个训练过程可能需要分为多个阶段。以AlphaStar为例,它训练的智能体采用了监督学习与强化学习结合的方式。在训练早期,往往先采用大量的人类专业玩家标定数据进行有监督的学习,从而使智能体快速获得较好的能力,随后,训练会切换到强化学习过程,使用前面介绍的虚构自学习的算法进行训练,即自我博弈。为了得到一个表现最好的智能体,算法需要充分探索整个策略空间,从而在训练中不止对一个策略进行训练,而是对一个策略集群(League)进行训练,并通过类似演化算法的方式对策略集群进行筛选,得到大量策略中表现最好的策略。如图:numref:`ch12/ch12-marl_train`所示,在训练过程中每个智能体往往需要和其他智能体以及剥削者(Exploiter)进行博弈,剥削者是专门针对某一个智能体策略的最佳对手策略,与之对抗可以提高策略自身的防剥削能力。通过对大量智能体策略进行训练并筛选的这类方法称为集群式训练(Population-based Training/League Training),是一种通过分布式训练提高策略种群多样性进而提升模型表现的方式。可见,在实践中这类方法自然需要分布式系统支持,来实现多个智能体的训练和相互博弈,这很好地体现了多智能体强化学习对分布式计算的依赖性。 + +我们将对构建多智能体强化学习系统中的困难分为以下几点进行讨论: + +* **智能体个数带来的复杂度**:从单智能体系统到多智能体系统最直接的变化,就是智能体个数从1变为大于1个。对于一个各个智能体独立的$N$智能体系统而言,这种变化带来的策略空间表示复杂度是指数增加的,即$\tilde{O}(e^N)$。举个简单的例子,对于一个离散空间的单智能体系统,假设其状态空间大小为$S$, 动作空间大小为$A$,游戏步长为$H$,那么这个离散策略空间的大小为$O(HSA)$;而直接将该游戏扩展为$N$玩家游戏后,所有玩家策略的联合分布空间大小为$O((HSA)^N)$。这是因为每个独立玩家的策略空间构成联合策略空间是乘积关系$\mathcal{A}=\mathcal{A}_1\times\dots\mathcal{A}_N$。而这将直接导致算法搜索复杂度提升。 + +* **游戏类型带来的复杂度**:从博弈论的角度,多智能系统所产生的游戏类型是复杂的。从最直接的分类角度,有竞争型、合作型、混合型。在混合型游戏中,部分智能体之间为合作关系,部分智能体或智能体的集合间为竞争关系。复杂的关系需要更普适的系统进行表达,这也对多智能体系统的构建提出了挑战。多智能体游戏类型也有许多其他的分类角度,如单轮进行的游戏、多轮进行的游戏、多智能体同时决策的、多智能体序贯决策等等,每一类不同的游戏都有相应不同的算法。而现有的多智能体系统往往针对单一类型游戏或者单一算法,缺少普适性多智能体强化学习系统,尤其是分布式的系统。 + +* **算法的异构**:从前面介绍的几个简单的多智能体算法,如自学习、虚构自学习等可以看出,多智能体算法有时由许多轮单智能体强化学习过程组成。而对不同的游戏类型,算法的类型也不相同。比如,对合作型游戏,许多算法是基于奖励分配(Credit Assignment)的思想,如何将多个智能体获得的共同奖励合理分配给单个智能体是这类算法的核心。而这里面按照具体算法执行方式,也可以分为集成训练统一执行的(Centralized Training Centralized Execution)、集成训练分别执行的(Centralized Training Decentralized Execution)、分别训练并分别执行(Decentralized Training Decentralized Execution)的几类,来描述不同智能体训练过程和执行过程的统一性。对于竞争型游戏,往往采用各种计算纳什均衡的近似方法,如前面提到的虚构自学习、Double Oracle、Mirror Descent等等,将获取单个最优策略的单智能体强化学习过程看做一个“动作”,而对这些“动作”组成的元问题上进行纳什均衡近似。现有的算法在类似问题上有很大的差异性,使得构建一个统一的多智能体强化学习系统比较困难。 + +* **学习方法组合**:在前面提到的AlphaStar~\citep{vinyals2019grandmaster}等工作中,多智能体系统中优化得到一个好的策略往往不只需要强化学习算法,还需要其他学习方法如模仿学习等的辅助。比如从一些顶级人类玩家的游戏记录中形成有标签的训练样本,来预训练智能体。由于这些大规模游戏的复杂性,这往往是一个在训练前期快速提升智能体表现的有效方式。而对于整个学习系统而言,这就需要对不同学习范式进行结合,如合理地在模仿学习和强化学习之间进行切换等。这也使得大规模多智能体系统不单一是构建强化学习系统的问题,而需要许多其他学习机制和协调机制的配合实现。 \ No newline at end of file diff --git a/chapter_reinforcement_learning/rl_introduction.md b/chapter_reinforcement_learning/rl_introduction.md new file mode 100644 index 0000000..e5e145d --- /dev/null +++ b/chapter_reinforcement_learning/rl_introduction.md @@ -0,0 +1,18 @@ +## 强化学习介绍 + +近年来,强化学习作为机器学习的一个分支受到越来越多的关注。从2013年起,DeepMind公司的研究人员就提出深度Q学习(Deep Q-learning)用于学习7个不同的电子游戏中对象的操作。自此以后,以DeepMind为首的科研机构推出了像AlphaGo下围棋这类的引人瞩目的强化学习成果,并在2016年与世界顶级围棋高手李世石的对战中取得胜利。自那以后,强化学习领域连续取得了一系列成就,如星际争霸游戏智能体AlphaStar、Dota 2游戏智能体OpenAI Five、多人零和博弈德州扑克的Pluribus、机器狗运动控制算法等。在这一系列科研成就的背后,是整个强化学习领域算法在这些年内快速迭代进步的结果,基于模拟器产生的大量数据使得对数据“饥饿”(Data Hungry)的深度学习算法能够表现出很好的拟合效果,从而将强化学习算法的能力充分发挥出来,在以上领域中达到超过人类专家的学习表现。目前,强化学习已经从电子游戏逐步走向更关阔的应用场景,如机器人控制、机械手灵巧操作、能源系统调度、网络负载分配、股票期货交易等一系列更加现实和富有意义的领域,对传统控制方法和启发式决策理论发起冲击。![loading-ag-175](../img/ch12/ch12-rl.png):width:`800px` + +:label:`ch12/ch12-rl` +强化学习的核心是决策,即基于某个**状态**(State)下的**动作**(Action)的选择。进行这一决策的对象我们常称为**智能体**(Agent),而这一决策的影响将在**环境**(Environment)中体现。更具体地,不同的决策会影响环境的**状态转移**(State Transition),以及**奖励**(Reward)。以上过程可以抽象为图:numref:`ch12/ch12-rl`所示,这是文献中最常见的强化学习的模型描述。举例来说,当人在玩某个电子游戏的时候,需要逐渐熟悉游戏的操作以取得更好的游戏结果,那么人从刚接触到这个游戏到逐步掌握游戏技巧的这个过程为一个类似于强化学习的过程。该游戏从开始后的任一时刻,会处于一个特定的状态,而人通过观察这个状态(如观察游戏机显示屏的图像)会获得一个**观察量**(Observation),并基于这个观察量做出一个操作动作,这一动作将改变这个游戏状态,使其转移到下一个状态,并且玩家可以知道当前动作的效果(如产生了一个正或负的分数)。这时玩家再基于下一个状态的观察量做出新的动作选择,周而复始,直到游戏结束。通过反复的操作和观察,人能够逐步掌握这个游戏的技巧,一个强化学习智能体也是如此。这里注意,有几个比较关键的问题:(1)观察量未必等于状态,而通常观察量是状态的函数,从状态到观察量的映射可能有一定的信息损失。对于观察量等于状态或者根据观察量能够完全恢复环境状态的情况,我们称为**完全可观测**(Fully Observable),否则我们称为**部分可观测**(Partially Observable)环境;(2)玩家的每个动作未必会产生立即反馈,某个动作可能在许多步之后才产生效果,强化学习模型允许这种延迟反馈的存在;(3)这种反馈对人的学习过程而言未必是个数字,但是我们对强化学习智能体所得到的反馈进行数学抽象,将其转变为一个数字,称为奖励值。奖励值可以是状态的函数,也可以是状态和动作的函数,依具体问题而定。奖励值的存在是强化学习问题的一个基本假设,也是现有强化学习算法训练智能体与人的学习过程的潜在差异。 + +强化学习的决策过程通常由一个马尔可夫决策过程(Markov Decision Process,MDP)(马尔可夫决策过程即一个后续状态只依赖当前状态和动作而不依赖于历史状态的函数)描述,可以用一个数组$(\mathcal{S}, \mathcal{A}, R, \mathcal{T}, \gamma)$来表示。$\mathcal{S}$和$\mathcal{A}$分别是状态空间和动作空间,$R$是奖励函数,$R(s,a)$: $\mathcal{S}\times \mathcal{A}\rightarrow \mathbb{R}$为对于当前状态$s\in\mathcal{S}$和当前动作$a\in\mathcal{A}$的奖励值。从当前状态和动作到下一个状态的状态转移概率定义为$\mathcal{T}(s^\prime|s,a)$: $\mathcal{S}\times\mathcal{A}\times\mathcal{S}\rightarrow \mathbb{R}_+$。$\gamma\in(0,1)$是奖励折扣因子(折扣因子可以乘到每个后续奖励值上,从而使无穷长序列有有限的奖励值之和)。强化学习的目标是最大化智能体的期望累计奖励值$\mathbb{E}[\sum_t \gamma^t r_t]$。 + +马尔可夫决策过程中的马尔可夫性质由以下定义 + +$$ +\mathcal{T}(s_{t+1}|s_t) = \mathcal{T}(s_{t+1}|s_0, s_1, s_2, \dots, s_t) +$$ + +即当前状态转移只依赖于上一时刻状态,而不依赖于整个历史。这里的状态转移函数$\mathcal{T}$中省略了动作$a$,因为马尔可夫性质是独立于决策过程的环境转移过程的属性。 + +基于马尔可夫性质,可以进一步推导出在某一时刻最优策略不依赖于整个决策历史,而只依赖于当前最新状态的结论。这一结论在强化学习算法设计中有着重要意义,它简化了最优策略的求解过程。 \ No newline at end of file diff --git a/chapter_reinforcement_learning/single_node_rl.md b/chapter_reinforcement_learning/single_node_rl.md new file mode 100644 index 0000000..c08c3de --- /dev/null +++ b/chapter_reinforcement_learning/single_node_rl.md @@ -0,0 +1,13 @@ +## 单节点强化学习系统 + +前面介绍了强化学习的基本知识和在系统层面的一般需求,这里我们介绍常见的单智能体强化学习系统中较为简单的一类,即单节点强化学习系统。这里,我们按照是否对模型训练和更新进行并行处理,将强化学习系统分为单节点和分布式强化学习系统。其中,单节点强化学习系统可以理解为只实例化一个类对象作为智能体,与环境交互进行采样和利用所采得的样本进行更新的过程分别视为这个类内的不同函数。除此之外的更为复杂的强化学习框架都可视为分布式强化学习系统。分布式强化学习系统的具体形式有很多,这也往往依赖于所实现的算法。从最简单的情况考虑,假设我们仍在同一个计算单元上实现算法,但是将强化学习的采样过程和更新过程实现为两个并行的进程,甚至各自实现为多个进程,以满足不同计算资源间的平衡。这时就需要进程间通信来协调采样和更新过程,这是一个最基础的分布式强化学习框架。更为复杂的情况是,整个算法的运行在多个计算设备上进行(如一个多机的计算集群),智能体的函数可能需要跨机跨进程间的通信来实现。对于多智能体系统,还需要同时对多个智能体的模型进行更新,则需要更为复杂的计算系统设计。我们将逐步介绍这些不同的系统内的实现机制。 + +我们先对单节点强化学习系统进行介绍。 +在这里,我们以RLzoo\citep{ding2020efficient}为例,讲解一个单节点强化学习系统构建所需要的基本模块。如图:numref:`ch12/ch12-rlzoo`所示,是RLzoo中采用的一个典型的单节点强化学习系统,它包括几个基本的组成部分:神经网络、适配器、策略网络和价值网络、环境实例、模型学习器、经验回放缓存(Experience Replay Buffer)等。我们先对前三个,神经网络、适配器、策略网络和价值网络进行介绍。神经网络即一般深度学习中的神经网络,用于实现基于数据的函数拟合,我们在图中简单列出常见的三类神经网络:全连接网络,卷积网络和循环网络。策略网络和价值网络是一般深度强化学习的常见组成部分,策略网络即一个由深度神经网络参数化的策略表示,而价值网络为神经网络表示的状态价值(State-Value)或状态-动作价值(State-Action Value)函数。这里我们不妨称前三类神经网络为一般神经网络,策略网络和价值网络为强化学习特定网络,前者往往是后者的重要组成部分。在RLzoo中,适配器则是为实现强化学习特定网络而选配一般神经网络的功能模块。首先,根据不同的观察量类型,强化学习智能体所用的神经网络头部会有不同的结构,这一选择可以由一个基于观察量的适配器来实现;其次,根据所采用的强化学习算法类型,相应的策略网络尾部需要有不同的输出类型,包括确定性策略和随机性策略,RLzoo中使用一个策略适配器来进行选择;最后,根据不同的动作输出,如离散型、连续型、类别型等,需要使用一个动作适配器来选择。图:numref:`fig:ch12/ch12-rlzoo`中我们统称这三个不类型的适配器为适配器。介绍完这些,我们已经有了可用的策略网络和价值网络,这构成了强化学习智能体核心学习模块。除此之外,还需要一个学习器(Learner)来更新这些学习模块,更新的规则就是强化学习算法给出的损失函数。而要想实现学习模块的更新,最重要的是输入的学习数据,即智能体跟环境交互过程中所采集的样本。对于**离线**(Off-Policy)强化学习,这些样本通常被存储于一个称为经验回放缓存的地方,学习器在需要更新模型时从该缓存中采得一些样本来进行更新。这里说到的离线强化学习是强化学习算法中的一类,强化学习算法可以分为**在线**(On-Policy)强化学习和离线强化学习两类,按照某个特定判据。这个判据是,用于更新的模型和用于采样的模型是否为同一个,如果是,则称在线强化学习算法,否则为离线强化学习算法。因而,离线强化学习通常允许与环境交互的策略采集的样本被存储于一个较大的缓存内,从而允许在许久之后再从这个缓存中抽取样本对模型进行更新。而对于在线强化学习,这个“缓存”有时其实也是存在的,只不过它所存储的是非常近期内采集的数据,从而被更新模型和用于采样的模型可以近似认为是同一个。从而,这里我们简单表示RLzoo的强化学习系统统一包括这个经验回放缓存模块。有了以上策略和价值网络、经验回放缓存、适配器、学习器,我们就得到了RLzoo中一个单节点的强化学习智能体,将这个智能体与环境实例交互,并采集数据进行模型更新,我们就得到了一个完整的单节点强化学习系统。这里的环境实例化我们允许多个环境并行采样。 + +[loading-ag-175](../img/ch12/ch12-rlzoo.png) + +:width:`800px` + +:label:`ch12/ch12-rlzoo` +近来研究人员发现,强化学习算法领域的发展瓶颈,可能不仅在于算法本身,而在于智能体采集数据的模拟器的模拟速度。Issac Gym\citep{makoviychuk2021isaac}是Nvidia公司于2021年推出的基于GPU的模拟引擎,在单GPU上实现2-3倍于之前基于CPU的模拟器的运行速度。关于GPU上运行加速我们已经在章节5中有所介绍。之所以GPU模拟能够对强化学习任务实现显著的加速效果,除了GPU本身多核心的并行运算能力之外,还在于这省却了CPU与GPU之间的数据传输和通信时间。传统的强化学习环境,如OpenAI Gym(这是一个常用的强化学习基准测试环境)等,都是基于CPU进行的模拟计算,而深度学习方法的神经网络训练通常是在GPU或TPU上进行的。从智能体与CPU上实例化的模拟环境交互过程所收集的数据样本,通常先暂时以CPU的数据格式存储,在使用的时候被转移到GPU上成为具有GPU数据类型的数据(如使用PyTorch时可通过tensor.to(device)的函数实现,只需将device设为“cuda”即可将一个类型为troch.Tensor的tensor转移到GPU上),然后来进行模型训练。同时,由于模型参数是以GPU上数据的类型存储的,调用模型进行前向传递的过程中也需要先将输入数据从CPU转移到GPU上,并且可能需要将模型输出的GPU数据再转移回CPU类型。这一系列冗余的数据转换操作都会显著增长模型学习的时间,并且也增加了算法实际使用过程中的工程量。Isaac Gym模拟器的设计从底层上解决了这一困难,由于模拟器和模型双双实现在GPU上,他们之间的数据通信不再需要通过CPU来实现,从而绕过了CPU与GPU数据双向传输这一问题,实现了对强化学习任务中模拟过程的特定加速。 \ No newline at end of file diff --git a/chapter_reinforcement_learning/summary.md b/chapter_reinforcement_learning/summary.md new file mode 100644 index 0000000..de3e499 --- /dev/null +++ b/chapter_reinforcement_learning/summary.md @@ -0,0 +1,3 @@ +## 小结 + +在这一章,我们简单介绍了强化学习的基本概念,包括单智能体和多智能体强化学习算法、单节点和分布式强化学习系统等,给读者对强化学习问题的基本认识。当前,强化学习是一个快速发展的深度学习分支,许多实际问题都有可能通过强化学习算法的进一步发展得到解决。另一方面,由于强化学习问题设置的特殊性(如需要与环境交互进行采样等),也使得相应算法对计算系统的要求更高:如何更好地平衡样本采集和策略训练过程?如何均衡CPU和GPU等不同计算硬件的能力?如何在大规模分布式系统上有效部署强化学习智能体?等等,都需要对计算机系统的设计和使用有更好的理解。 \ No newline at end of file diff --git a/img/ch12/ch12-a3c.pdf b/img/ch12/ch12-a3c.pdf new file mode 100644 index 0000000000000000000000000000000000000000..ddbfd53745bf256cc21efdb4042a6a530170f54c GIT binary patch literal 66850 zcmZsi19&9e*6$~_Ik7r+Cbn%(+~LHS*tVTaY}>Xmu_u_=Hg3P?eCK=4z0d8gr>pm> zy{lGj^scpk{{|?DNieW5vcm(K&Z}SHzmYJL*cn;E^YM`|$(h=kJN+PG2bomhNk~YT zBrL3*OdUacYoL>&5<#>kPUVZ9Ham) zEI4Es7?mf2qy1hbQo-Z)-gZyUV+4J(Mgn`r6ah?#%OHA(l*VEOQ?se_(tc|lywLqaC(@@jN?n@5wa!t4EY3!$-%%skwMKXhoo?z8(@^5G$ z4C(&VGc)Y&&y|SACY#+g0>+93hQrouCNo2s@o^)iLG`y}gzSK!%pR>K4D73PUi_aA zO+lUP=|Q{e2TZMNZk3)K{Tu5(ace=P4RwK$UJQyE?{E;GfQ 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