PyTorch强化学习实战：从零实现Q-Learning

PyTorch 强化学习 Demo 实现

强化学习（Reinforcement Learning, RL）是一种通过与环境交互学习最优策略的机器学习方法。PyTorch 作为深度学习框架，提供了灵活的自动微分和 GPU 加速功能，非常适合实现强化学习算法。以下是一个基于 PyTorch 的强化学习 Demo，以 Q-Learning 为例。

环境设置

使用 OpenAI Gym 提供的经典环境 CartPole-v1。安装 Gym 库：

pip install gym

Q-Learning 算法实现

Q-Learning 是一种基于值函数的强化学习算法，通过更新 Q 表来学习最优策略。以下是 PyTorch 实现的核心代码：

import gym
import numpy as np
import torch
import torch.nn as nn
import torch.optim as optim

class QNetwork(nn.Module):
    def __init__(self, state_size, action_size):
        super(QNetwork, self).__init__()
        self.fc1 = nn.Linear(state_size, 64)
        self.fc2 = nn.Linear(64, 64)
        self.fc3 = nn.Linear(64, action_size)

    def forward(self, x):
        x = torch.relu(self.fc1(x))
        x = torch.relu(self.fc2(x))
        x = self.fc3(x)
        return x

env = gym.make('CartPole-v1')
state_size = env.observation_space.shape[0]
action_size = env.action_space.n

q_network = QNetwork(state_size, action_size)
optimizer = optim.Adam(q_network.parameters(), lr=0.001)
criterion = nn.MSELoss()

episodes = 1000
gamma = 0.99
epsilon = 1.0
epsilon_min = 0.01
epsilon_decay = 0.995

for episode in range(episodes):
    state = env.reset()
    state = torch.FloatTensor(state)
    total_reward = 0

    while True:
        if np.random.rand() <= epsilon:
            action = env.action_space.sample()
        else:
            with torch.no_grad():
                q_values = q_network(state)
                action = torch.argmax(q_values).item()

        next_state, reward, done, _ = env.step(action)
        next_state = torch.FloatTensor(next_state)
        total_reward += reward

        with torch.no_grad():
            target = reward + gamma * torch.max(q_network(next_state))

        q_values = q_network(state)
        loss = criterion(q_values[action], target)

        optimizer.zero_grad()
        loss.backward()
        optimizer.step()

        state = next_state

        if done:
            break

    epsilon = max(epsilon_min, epsilon * epsilon_decay)
    print(f"Episode: {episode}, Total Reward: {total_reward}, Epsilon: {epsilon:.2f}")

关键点解析

1. Q-Network 结构：使用三层全连接网络近似 Q 函数，输入为状态，输出为每个动作的 Q 值。
2. 经验回放：虽然上述代码未实现经验回放，但在实际应用中建议添加以提高样本效率。
3. 探索与利用：通过 ε-greedy 策略平衡探索与利用，ε 随时间衰减。

改进方向

1. 深度 Q 网络（DQN）：引入目标网络和经验回放机制，稳定训练过程。
2. Double DQN：解决 Q 值过高估计问题，提升算法性能。
3. Policy Gradient 方法：如 PPO 或 A3C，适用于连续动作空间问题。

测试与评估

训练完成后，可以通过以下代码测试模型性能：

state = env.reset()
state = torch.FloatTensor(state)
total_reward = 0

while True:
    env.render()
    with torch.no_grad():
        q_values = q_network(state)
        action = torch.argmax(q_values).item()

    next_state, reward, done, _ = env.step(action)
    state = torch.FloatTensor(next_state)
    total_reward += reward

    if done:
        print(f"Total Reward: {total_reward}")
        break

env.close()

通过以上步骤，可以快速实现一个基于 PyTorch 的强化学习 Demo，并在此基础上进行扩展和优化。

BbS.okapop163.sbs/PoSt/1122_826222.HtM
BbS.okapop165.sbs/PoSt/1122_269708.HtM
BbS.okapop166.sbs/PoSt/1122_422011.HtM
BbS.okapop167.sbs/PoSt/1122_476603.HtM
BbS.okapop168.sbs/PoSt/1122_990206.HtM
BbS.okapop169.sbs/PoSt/1122_647557.HtM
BbS.okapop170.sbs/PoSt/1122_537061.HtM
BbS.okapop171.sbs/PoSt/1122_683544.HtM
BbS.okapop172.sbs/PoSt/1122_879150.HtM
BbS.okapop173.sbs/PoSt/1122_273584.HtM
BbS.okapop163.sbs/PoSt/1122_252124.HtM
BbS.okapop165.sbs/PoSt/1122_385259.HtM
BbS.okapop166.sbs/PoSt/1122_079556.HtM
BbS.okapop167.sbs/PoSt/1122_818159.HtM
BbS.okapop168.sbs/PoSt/1122_564838.HtM
BbS.okapop169.sbs/PoSt/1122_295354.HtM
BbS.okapop170.sbs/PoSt/1122_827865.HtM
BbS.okapop171.sbs/PoSt/1122_727841.HtM
BbS.okapop172.sbs/PoSt/1122_367166.HtM
BbS.okapop173.sbs/PoSt/1122_841546.HtM
BbS.okapop174.sbs/PoSt/1122_613919.HtM
BbS.okapop175.sbs/PoSt/1122_179861.HtM
BbS.okapop176.sbs/PoSt/1122_031457.HtM
BbS.okapop177.sbs/PoSt/1122_983980.HtM
BbS.okapop178.sbs/PoSt/1122_741268.HtM
BbS.okapop179.sbs/PoSt/1122_071290.HtM
BbS.okapop180.sbs/PoSt/1122_118291.HtM
BbS.okapop181.sbs/PoSt/1122_001084.HtM
BbS.okapop182.sbs/PoSt/1122_866238.HtM
BbS.okapop183.sbs/PoSt/1122_083072.HtM
BbS.okapop174.sbs/PoSt/1122_683972.HtM
BbS.okapop175.sbs/PoSt/1122_902987.HtM
BbS.okapop176.sbs/PoSt/1122_368361.HtM
BbS.okapop177.sbs/PoSt/1122_163853.HtM
BbS.okapop178.sbs/PoSt/1122_976764.HtM
BbS.okapop179.sbs/PoSt/1122_873082.HtM
BbS.okapop180.sbs/PoSt/1122_664923.HtM
BbS.okapop181.sbs/PoSt/1122_174271.HtM
BbS.okapop182.sbs/PoSt/1122_674909.HtM
BbS.okapop183.sbs/PoSt/1122_672289.HtM
BbS.okapop174.sbs/PoSt/1122_677527.HtM
BbS.okapop175.sbs/PoSt/1122_083803.HtM
BbS.okapop176.sbs/PoSt/1122_976996.HtM
BbS.okapop177.sbs/PoSt/1122_728748.HtM
BbS.okapop178.sbs/PoSt/1122_545788.HtM
BbS.okapop179.sbs/PoSt/1122_659434.HtM
BbS.okapop180.sbs/PoSt/1122_959047.HtM
BbS.okapop181.sbs/PoSt/1122_834023.HtM
BbS.okapop182.sbs/PoSt/1122_261668.HtM
BbS.okapop183.sbs/PoSt/1122_637952.HtM
BbS.okapop174.sbs/PoSt/1122_911761.HtM
BbS.okapop175.sbs/PoSt/1122_028922.HtM
BbS.okapop176.sbs/PoSt/1122_533534.HtM
BbS.okapop177.sbs/PoSt/1122_241389.HtM
BbS.okapop178.sbs/PoSt/1122_552314.HtM
BbS.okapop179.sbs/PoSt/1122_100764.HtM
BbS.okapop180.sbs/PoSt/1122_275376.HtM
BbS.okapop181.sbs/PoSt/1122_811733.HtM
BbS.okapop182.sbs/PoSt/1122_668088.HtM
BbS.okapop183.sbs/PoSt/1122_453384.HtM
BbS.okapop174.sbs/PoSt/1122_990260.HtM
BbS.okapop175.sbs/PoSt/1122_737439.HtM
BbS.okapop176.sbs/PoSt/1122_939629.HtM
BbS.okapop177.sbs/PoSt/1122_285809.HtM
BbS.okapop178.sbs/PoSt/1122_384940.HtM
BbS.okapop179.sbs/PoSt/1122_561928.HtM
BbS.okapop180.sbs/PoSt/1122_333813.HtM
BbS.okapop181.sbs/PoSt/1122_843946.HtM
BbS.okapop182.sbs/PoSt/1122_861192.HtM
BbS.okapop183.sbs/PoSt/1122_772011.HtM
BbS.okapop174.sbs/PoSt/1122_534500.HtM
BbS.okapop175.sbs/PoSt/1122_323277.HtM
BbS.okapop176.sbs/PoSt/1122_261531.HtM
BbS.okapop177.sbs/PoSt/1122_701593.HtM
BbS.okapop178.sbs/PoSt/1122_714112.HtM
BbS.okapop179.sbs/PoSt/1122_392127.HtM
BbS.okapop180.sbs/PoSt/1122_424838.HtM
BbS.okapop181.sbs/PoSt/1122_179810.HtM
BbS.okapop182.sbs/PoSt/1122_708441.HtM
BbS.okapop183.sbs/PoSt/1122_551469.HtM

#牛客AI配图神器#