Value Iteration Algorithm for MDP
Value-Iteration Algorithm:
For each iteration k+1:
a. calculate the optimal state-value function for all s∈S;
b. untill algorithm converges.
end up with an optimal state-value function
Optimal State-Value Function
As mentioned on the previous post, the method to pick up Optimal State-Value Function is shown below. From state s, we have multiple possible actions, what we will do is choose the best combination of immediate reward and state-value function from the next state.

Example for a grid game, it is quite like information propagate from the terminal states backward:

From State-Value Function to Policy
After we've got the Optimal State-Value Function, the Optimal Policy can be aquired by maxmizing the Action-Value Function. This means we try all possible actions from state s, and then choose the one that has the maximum reward.

Value Iteration Algorithm for MDP的更多相关文章
- Reinforcement Learning Index Page
Reinforcement Learning Posts Step-by-step from Markov Property to Markov Decision Process Markov Dec ...
- Policy Improvement and Policy Iteration
From the last post, we know how to evaluate a policy. But that's not enough, because the purpose of ...
- POMDP
本文转自:http://www.pomdp.org/ 一.Background on POMDPs We assume that the reader is familiar with the val ...
- [zt]摄像机标定(Camera calibration)笔记
http://www.cnblogs.com/mfryf/archive/2012/03/31/2426324.html 一 作用建立3D到2D的映射关系,一旦标定后,对于一个摄像机内部参数K(光心焦 ...
- (转) Deep Learning in a Nutshell: Reinforcement Learning
Deep Learning in a Nutshell: Reinforcement Learning Share: Posted on September 8, 2016by Tim Dettm ...
- David Silver强化学习Lecture2:马尔可夫决策过程
课件:Lecture 2: Markov Decision Processes 视频:David Silver深度强化学习第2课 - 简介 (中文字幕) 马尔可夫过程 马尔可夫决策过程简介 马尔可夫决 ...
- 【Redis源代码剖析】 - Redis内置数据结构之字典dict
原创作品,转载请标明:http://blog.csdn.net/Xiejingfa/article/details/51018337 今天我们来讲讲Redis中的哈希表. 哈希表在C++中相应的是ma ...
- Monte Carlo Control
Problem of State-Value Function Similar as Policy Iteration in Model-Based Learning, Generalized Pol ...
- Origin使用自定义函数拟合曲线函数
(2019年2月19日注:这篇文章原先发在自己github那边的博客,时间是2016年10月28日) 最近应该是六叔的物化理论作业要交了吧,很多人问我六叔的作业里面有两道题要怎么进行图像函数的拟合.综 ...
随机推荐
- bzoj3631: [JLOI2014]松鼠的新家(树上差分)
题目链接:https://www.lydsy.com/JudgeOnline/problem.php?id=3631 题目大意:给定含有n个顶点的树,给定走遍整棵树顺序的序列a[1],a[2],a[3 ...
- string初始化
#include <iostream> using namespace std; int main(int argc, const char * argv[]) { //通过const c ...
- python 导入模块、包
1. 模块:一个有逻辑的python文件,包含变量.函数.类等.2. 包:一个包含__init__.py的文件夹,存放多个模块 import 本质是路径搜索,查找sys.path下有无你导入的 pac ...
- 强大的VS插件CodeRush发布v19.1.4|支持Visual Studio 2019
CodeRush是一个强大的Visual Studio .NET 插件,它利用整合技术,通过促进开发者和团队效率来提升开发者体验. [CodeRush for Visual Studio v19.1. ...
- Git提交代码的正确姿势
按此步骤基本没问题,中间有conflict,需要手动解决. 1.git stash 2.git pull 3.git stash pop 4.git add --xxx 5.git commit -m ...
- Spring AOP expose-proxy
写在前面 expose-proxy.为是否暴露当前代理对象为ThreadLocal模式. SpringAOP对于最外层的函数只拦截public方法,不拦截protected和private方法(后续讲 ...
- 状态管理工具对比vuex、redux、flux
1.为什么要使用状态管路工具 在跨层级的组件之间传递信息,尤其是复杂的组件会非常困难.也不利于开发和维护,这时我们就a需要用到状态管理工具. 2.Flux
- PHP 大文件上传进度条实现
核心原理: 该项目核心就是文件分块上传.前后端要高度配合,需要双方约定好一些数据,才能完成大文件分块,我们在项目中要重点解决的以下问题. * 如何分片: * 如何合成一个文件: * 中断了从哪个分片开 ...
- Java 内存屏障
内存屏障(Memory Barrier,或有时叫做内存栅栏,Memory Fence)是一种CPU指令,用于控制特定条件下的重排序和内存可见性问题.Java编译器也会根据内存屏障的规则禁止重排序. 内 ...
- 【BZOJ1563】诗人小G(决策单调性DP)
题意:给定N,L,P,求f[N] sum[i]递增,L<=3e6,P<=10 思路:四边形不等式的证明见https://www.byvoid.com/zhs/blog/noi-2009-p ...