Unix Network Programming Episode 96

‘socketpair’ Function

The socketpair function creates two sockets that are then connected together. This function applies only to Unix domain sockets.

#include <sys/socket.h>
int socketpair(int family, int type, int protocol, int sockfd[2]);

POSIX does not require full-duplex pipes. On SVR4, pipe returns two full-duplex descriptors, while Berkeley-derived kernels traditionally return two half-duplex descriptors (Figure 17.31 of TCPv3).

Socket Functions

There are several differences and restrictions in the socket functions when using Unix domain sockets. We list the POSIX requirements when applicable, and note that not all implementations are currently at this level.

1.The default file access permissions for a pathname created by bind should be 0777 (read, write, and execute by user, group, and other), modified by the current umask value.
2.The pathname associated with a Unix domain socket should be an absolute pathname, not a relative pathname. The reason to avoid the latter is that its resolution depends on the current working directory of the caller. That is, if the server binds a relative pathname, then the client must be in the same directory as the server (or must know this directory) for the client’s call to either connect or sendto to succeed.
POSIX says that binding a relative pathname to a Unix domain socket gives unpredictable results.
3.The pathname specified in a call to connect must be a pathname that is currently bound to an open Unix domain socket of the same type (stream or datagram). Errors occur if: (i) the pathname exists but is not a socket; (ii) the pathname exists and is a socket, but no open socket descriptor is associated with the pathname; or (iii) the pathname exists and is an open socket, but is of the wrong type (that is, a Unix domain stream socket cannot connect to a pathname associated with a Unix domain datagram socket, and vice versa).
4.The permission testing associated with the connect of a Unix domain socket is the same as if open had been called for write-only access to the pathname.
5.Unix domain stream sockets are similar to TCP sockets: They provide a byte stream interface to the process with no record boundaries.
6.If a call to connect for a Unix domain stream socket finds that the listening socket’s queue is full (Section 4.5(See 8.2.5)), ECONNREFUSED is returned immediately. This differs from TCP: The TCP listener ignores an arriving SYN if the socket’s queue is full, and the TCP connector retries by sending the SYN several times.
7.Unix domain datagram sockets are similar to UDP sockets: They provide an unreliable datagram service that preserves record boundaries.
8.Unlike UDP sockets, sending a datagram on an unbound Unix domain datagram socket does not bind a pathname to the socket. (Recall that sending a UDP datagram on an unbound UDP socket causes an ephemeral port to be bound to the socket.) This means the receiver of the datagram will be unable to send a reply unless the sender has bound a pathname to its socket. Similarly, unlike TCP and UDP, calling connect for a Unix domain datagram socket does not bind a pathname to the socket.

Unix Domain Stream Client/Server

We now recode our TCP echo client/server from Chapter 5(See 8.3) to use Unix domain sockets. Figure 15.3 shows the server, which is a modification of Figure 5.12(See 8.3.10) to use the Unix domain stream protocol instead of TCP.

#include "unp.h"

int main(int argc, char **argv)
{
    int listenfd, connfd;
    pid_t childpid;
    socklen_t clientlen;
    struct sockaddr_un clientaddress, serveraddress;
    void sig_child(int);

    listenfd=Socket(AF_LOCAL,SOCK_STREAM,0);

    unlink(UNIXSTR_PATH);
    bzero(&serveraddress,sizeof(serveraddress));
    serveraddress.sun_family=AF_LOCAL;
    strcpy(serveraddress.sun_path,UNIXSTR_PATH);

    Bind(listenfd, (SA *)&serveraddress, sizeof(serveraddress));

    Listen(listenfd, LISTENQ);

    Signal(SIGCHLD, sig_child);

    for(;;)
    {
        clientlen=sizeof(clientaddress);
        if((connfd=accept(listenfd, (SA *)&clientaddress, &clientlen))<0)
        {
            if(errno==EINTR)
                continue;
            else
                err_sys("accept error");
        }

        if((childpid=Fork())==0)
        {
            Close(listenfd);
            str_echo(connfd);
            return 0;
        }
        
        Close(connfd);
    }

    return 0;
}

Unix domain stream protocol echo server

<think>好的,我现在需要处理用户关于强化学习中“episode reward”的定义和实现的问题。首先,我需要确保自己正确理解相关概念,并参考用户提供的资料来构建回答。 根据用户提供的引用,特别是引用[4],里面提到即时奖励和回报(return)的区别。即时奖励是执行动作后的立即反馈,而回报是回合中所有奖励的累积总和,是优化的目标。这里提到的“回报”应该对应英文中的“return”,而用户问的是“episode reward”,可能指的是整个回合的总奖励,也就是“return”。需要确认术语是否一致。 接下来,用户还提到了引用[3],其中讨论了信用分配问题,即确定哪些之前的动作导致了奖励。这可能与如何计算和分配episode reward中的各个奖励有关,尤其是在时间步骤较长的情况下。 定义部分,需要明确episode reward的定义,即在一个episode(从初始状态到终止状态的完整序列)中所有即时奖励的总和。可能还需要区分“episode reward”和“return”是否同义,或者是否有折扣因子应用。根据引用[4],回报是累积总和,可能考虑折扣,而用户的问题可能希望明确是否有折扣,或者是否只是简单相加。 实现方面,可能需要说明在代码中如何累加每个步骤的奖励。例如,在强化学习训练循环中,每个episode开始时将总奖励重置为0,然后在每个步骤累加即时奖励。如果有折扣,还需要应用折扣因子。 此外,用户提供的引用[1]提到了奖励、回报和值函数的区别,这可能帮助区分episode reward与其他概念。例如,值函数是期望回报,而episode reward是实际获得的回报总和。 需要考虑用户可能的混淆点,比如episode reward是否包含折扣,或者如何在实际算法中计算。同时,引用[3]中的信用分配问题可能影响如何设计算法来优化episode reward,例如使用策略梯度方法时需要考虑长期回报。 在生成相关问题的时候,需要围绕episode reward的相关概念,比如与step reward的区别、折扣因子的影响、实现时的代码结构,以及信用分配问题如何影响episode reward的使用。 现在,我需要整理这些思路,确保定义准确,引用正确,并给出清晰的实现示例。同时,检查是否有遗漏的关键点,比如是否区分了有限时域和无限时域的情况,或者是否在非折扣情况下讨论。 例如,在实现部分,可以展示一个简单的Python循环,在每个episode中累加奖励。同时,可能需要解释折扣因子gamma的作用,以及如何在代码中体现。但用户的问题可能更关注定义和基本实现,所以需要保持示例简洁。 最后,确保回答结构清晰,分点明确,引用标记正确,并生成相关问题帮助用户进一步学习。</think>### Episode Reward 的定义与实现 在强化学习中,**episode reward**(回合回报)指智能体在一个完整回合(episode)中获得的**所有即时奖励的累积总和**。它是评估智能体在单个回合中整体表现的核心指标,也是优化策略的直接目标[^4]。 #### 核心概念 1. **即时奖励(Immediate Reward)** 智能体在每一步执行动作后,环境反馈的瞬时奖励值,记为$r_t$。例如,在游戏中击中目标可能获得+10奖励。 2. **Episode Reward** 从回合开始到终止(如游戏胜利或失败),所有即时奖励的总和。计算公式为: $$ R = \sum_{t=0}^{T} r_t $$ 其中$T$为回合终止的时间步。若考虑折扣因子$\gamma$(平衡即时与未来奖励),则称为**折扣回报**: $$ R = \sum_{t=0}^{T} \gamma^t r_t $$ [^1][^4] 3. **与值函数的区别** 值函数(如$V(s)$)是**期望回报**,表示从状态$s$出发的长期预期收益;而episode reward是实际执行一个回合后获得的**具体数值**,用于训练时更新策略。 --- #### 实现方式 以游戏训练为例,实现episode reward的典型步骤如下: 1. **初始化累计变量** 每个回合开始时,将累计奖励`episode_reward`重置为0。 ```python episode_reward = 0 ``` 2. **循环执行动作并累加奖励** 在回合的每一步中,执行动作后获取即时奖励并累加: ```python state = env.reset() done = False while not done: action = agent.select_action(state) # 策略选择动作 next_state, reward, done, _ = env.step(action) episode_reward += reward # 累加即时奖励 state = next_state ``` 3. **策略优化** 使用回合结束后的`episode_reward`更新策略(如策略梯度方法): ```python # 假设使用蒙特卡洛策略梯度 optimizer.zero_grad() loss = -torch.log(probabilities) * episode_reward # 损失函数设计 loss.backward() optimizer.step() ``` --- #### 关键挑战 - **信用分配问题**:若回合后期获得高奖励,需确定哪些早期动作对此有贡献[^3]。 - **稀疏奖励**:若奖励仅在回合结束时给出(如围棋胜利),需通过值函数估计或稀疏奖励处理方法解决。 --- ### 相关问题 1. **如何通过折扣因子平衡即时与未来奖励?** 2. **信用分配问题如何影响深度强化学习的训练效率?** 3. **在稀疏奖励场景下,有哪些方法可以优化episode reward?** 4. **蒙特卡洛方法与时序差分方法在计算episode reward时有和区别?** : The difference between the reward, return, and value function : While the idea is quite intuitive, in practice there are numerous challenges... [^4]: 此外,需要区分即时奖励和回报...
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