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deep-rl-class/unit8/unit8.ipynb
2022-09-18 19:45:13 +02:00

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{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "view-in-github"
},
"source": [
"<a href=\"https://colab.research.google.com/github/huggingface/deep-rl-class/blob/main/unit8/unit8.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "-cf5-oDPjwf8"
},
"source": [
"# Unit 8: Proximal Policy Gradient (PPO) with PyTorch 🤖\n",
"\n",
"In this unit, you'll learn to **code your PPO agent from scratch with PyTorch**.\n",
"\n",
"To test its robustness, we're going to train it in 2 different classical environments:\n",
"\n",
"- [Cartpole-v1](https://www.gymlibrary.dev/environments/classic_control/cart_pole/?highlight=cartpole)\n",
"- [LunarLander-v2 🚀](https://www.gymlibrary.dev/environments/box2d/lunar_lander/)\n",
"\n",
"We finish this foundations part of the course by **understanding how PPO works deeply.** In the first Unit, you learned to train a PPO agent on LunarLander-v2. And now, with Unit 8, you can code it from scratch. **How incredible is that 🤩.**\n",
"\n",
"![cover](https://pbs.twimg.com/media/FOtG8d8XoAEEQXw.jpg)\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "2Fl6Rxt0lc0O"
},
"source": [
"⬇️ Here is an example of what you will achieve. ⬇️"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "PYv9Br6slgR-"
},
"outputs": [],
"source": [
"%%html\n",
"<video controls autoplay><source src=\"https://huggingface.co/sb3/ppo-CartPole-v1/resolve/main/replay.mp4\" type=\"video/mp4\"></video>"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "DbKfCj5ilgqT"
},
"outputs": [],
"source": [
"%%html\n",
"<video controls autoplay><source src=\"https://huggingface.co/sb3/ppo-LunarLander-v2/resolve/main/replay.mp4\" type=\"video/mp4\"></video>"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "YcOFdWpnlxNf"
},
"source": [
"💡 We advise you to use Google Colab since some environments work only with Ubuntu. The free version of Google Colab is perfect for this tutorial. Let's get started 🚀"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "gkLf2KjRl8cm"
},
"source": [
"## This notebook is from Deep Reinforcement Learning Class\n",
"\n",
"![Deep Reinforcement Learning Course.jpg](data:image/jpeg;base64,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]
},
{
"cell_type": "markdown",
"metadata": {
"id": "kRZVF-uOl8_n"
},
"source": [
"In this free course, you will:\n",
"\n",
"- 📖 Study Deep Reinforcement Learning in **theory and practice**.\n",
"- 🧑‍💻 Learn to **use famous Deep RL libraries** such as Stable Baselines3, RL Baselines3 Zoo, and RLlib.\n",
"- 🤖 Train **agents in unique environments** \n",
"\n",
"And more check 📚 the syllabus 👉 https://github.com/huggingface/deep-rl-class\n",
"\n",
"The best way to keep in touch is to join our discord server to exchange with the community and with us 👉🏻 https://discord.gg/aYka4Yhff9"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "AMuTi9xgl_tS"
},
"source": [
"## Prerequisites 🏗️\n",
"Before diving into the notebook, you need to:\n",
"\n",
"🔲 📚 [Read the Unit 8 Readme](https://github.com/huggingface/deep-rl-class/blob/main/unit8/README.md) contains all the information.\n",
"\n",
"🔲 📚 **Study Proximal Policy Optimization (PPO)** by reading the chapter 👉 https://huggingface.co/blog/deep-rl-ppo"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "dQKcncVkmFtE"
},
"source": [
"### Step 0: Set the GPU 💪\n",
"- To **faster the agent's training, we'll use a GPU** to do that go to `Runtime > Change Runtime type`\n",
"![image.png](data:image/png;base64,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)\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "7Ov87REzmHkU"
},
"source": [
"- `Hardware Accelerator > GPU`"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "tjcQVcC-mK3p"
},
"source": [
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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "ncIgfNf3mOtc"
},
"source": [
"### Step 1: Install dependencies 🔽 and virtual screen 💻\n"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "ixxlRGmhM6gY"
},
"outputs": [],
"source": [
"!pip install imageio-ffmpeg\n",
"!pip install huggingface_hub\n",
"!pip install gym[box2d]"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "sQ2_tjvxM6mP"
},
"outputs": [],
"source": [
"!apt install python-opengl\n",
"!apt install ffmpeg\n",
"!apt install xvfb\n",
"!pip3 install pyvirtualdisplay\n",
"\n",
"# Virtual display\n",
"from pyvirtualdisplay import Display\n",
"\n",
"virtual_display = Display(visible=0, size=(500, 500))\n",
"virtual_display.start()"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "oDkUufewmq6v"
},
"source": [
"### Step 2: Let's code PPO from scratch with Costa Huang tutorial\n",
"- For the core implementation of PPO we're going to use the excellent [Costa Huang](https://costa.sh/) tutorial.\n",
"- In addition to the tutorial, to go deeper you can read the 13 core implementation details: https://iclr-blog-track.github.io/2022/03/25/ppo-implementation-details/\n",
"\n",
"👉 The video tutorial: https://youtu.be/MEt6rrxH8W4"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "aNgEL1_uvhaq"
},
"outputs": [],
"source": [
"from IPython.display import HTML\n",
"\n",
"HTML('<iframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/MEt6rrxH8W4\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>')"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "f34ILn7AvTbt"
},
"source": [
"- The best is to code first on the cell below, this way, if you kill the machine **you don't loose the implementation**."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "_bE708C6mhE7"
},
"outputs": [],
"source": [
"### Your code here:"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "mk-a9CmNuS2W"
},
"source": [
"### Step 3: Add the Hugging Face Integration 🤗\n",
"- In order to push our model to the Hub, we need to define a function `package_to_hub`"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "TPi1Nme-oGWd"
},
"source": [
"- Add dependencies we need to push our model to the Hub"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "Sj8bz-AmoNVj"
},
"outputs": [],
"source": [
"from huggingface_hub import HfApi, upload_folder\n",
"from huggingface_hub.repocard import metadata_eval_result, metadata_save\n",
"\n",
"from pathlib import Path\n",
"import datetime\n",
"import tempfile\n",
"import json\n",
"import shutil\n",
"import imageio\n",
"\n",
"from wasabi import Printer\n",
"msg = Printer()"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "5rDr8-lWn0zi"
},
"source": [
"- Add new argument in `parse_args()` function to define the repo-id where we want to push the model."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "iHQiqQEFn0QH"
},
"outputs": [],
"source": [
"# Adding HuggingFace argument\n",
"parser.add_argument(\"--repo-id\", type=str, default=\"ThomasSimonini/ppo-CartPole-v1\", help=\"id of the model repository from the Hugging Face Hub {username/repo_name}\")"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "blLZMiBAoUVT"
},
"source": [
"- Next, we add the methods needed to push the model to the Hub\n",
"\n",
"- These methods will:\n",
" - `_evalutate_agent()`: evaluate the agent.\n",
" - `_generate_model_card()`: generate the model card of your agent.\n",
" - `_record_video()`: record a video of your agent."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "WlLcz4L9odXs"
},
"outputs": [],
"source": [
"def package_to_hub(repo_id, \n",
" model,\n",
" hyperparameters,\n",
" eval_env,\n",
" video_fps=30,\n",
" commit_message=\"Push Reinforce agent to the Hub\",\n",
" token= None,\n",
" logs=None\n",
" ):\n",
" \"\"\"\n",
" Evaluate, Generate a video and Upload a model to Hugging Face Hub.\n",
" This method does the complete pipeline:\n",
" - It evaluates the model\n",
" - It generates the model card\n",
" - It generates a replay video of the agent\n",
" - It pushes everything to the hub\n",
" :param repo_id: id of the model repository from the Hugging Face Hub\n",
" :param model: trained model\n",
" :param eval_env: environment used to evaluate the agent\n",
" :param fps: number of fps for rendering the video\n",
" :param commit_message: commit message\n",
" :param logs: directory on local machine of tensorboard logs you'd like to upload\n",
" \"\"\"\n",
" msg.info(\n",
" \"This function will save, evaluate, generate a video of your agent, \"\n",
" \"create a model card and push everything to the hub. \"\n",
" \"It might take up to 1min. \\n \"\n",
" \"This is a work in progress: if you encounter a bug, please open an issue.\"\n",
" )\n",
" # Step 1: Clone or create the repo\n",
" repo_url = HfApi().create_repo(\n",
" repo_id=repo_id,\n",
" token=token,\n",
" private=False,\n",
" exist_ok=True,\n",
" )\n",
" \n",
" with tempfile.TemporaryDirectory() as tmpdirname:\n",
" tmpdirname = Path(tmpdirname)\n",
"\n",
" # Step 2: Save the model\n",
" torch.save(model.state_dict(), tmpdirname / \"model.pt\")\n",
" \n",
" # Step 3: Evaluate the model and build JSON\n",
" mean_reward, std_reward = _evaluate_agent(eval_env, \n",
" 10, \n",
" model)\n",
"\n",
" # First get datetime\n",
" eval_datetime = datetime.datetime.now()\n",
" eval_form_datetime = eval_datetime.isoformat()\n",
"\n",
" evaluate_data = {\n",
" \"env_id\": hyperparameters.env_id, \n",
" \"mean_reward\": mean_reward,\n",
" \"std_reward\": std_reward,\n",
" \"n_evaluation_episodes\": 10,\n",
" \"eval_datetime\": eval_form_datetime,\n",
" }\n",
" \n",
" # Write a JSON file\n",
" with open(tmpdirname / \"results.json\", \"w\") as outfile:\n",
" json.dump(evaluate_data, outfile)\n",
"\n",
" # Step 4: Generate a video\n",
" video_path = tmpdirname / \"replay.mp4\"\n",
" record_video(eval_env, model, video_path, video_fps)\n",
" \n",
" # Step 5: Generate the model card\n",
" generated_model_card, metadata = _generate_model_card(\"PPO\", hyperparameters.env_id, mean_reward, std_reward, hyperparameters)\n",
" _save_model_card(tmpdirname, generated_model_card, metadata)\n",
"\n",
" # Step 6: Add logs if needed\n",
" if logs:\n",
" _add_logdir(tmpdirname, Path(logs))\n",
" \n",
" msg.info(f\"Pushing repo {repo_id} to the Hugging Face Hub\")\n",
" \n",
" repo_url = upload_folder(\n",
" repo_id=repo_id,\n",
" folder_path=tmpdirname,\n",
" path_in_repo=\"\",\n",
" commit_message=commit_message,\n",
" token=token,\n",
" )\n",
"\n",
" msg.info(f\"Your model is pushed to the Hub. You can view your model here: {repo_url}\")\n",
" return repo_url\n",
"\n",
"def _evaluate_agent(env, n_eval_episodes, policy):\n",
" \"\"\"\n",
" Evaluate the agent for ``n_eval_episodes`` episodes and returns average reward and std of reward.\n",
" :param env: The evaluation environment\n",
" :param n_eval_episodes: Number of episode to evaluate the agent\n",
" :param policy: The Reinforce agent\n",
" \"\"\"\n",
" episode_rewards = []\n",
" for episode in range(n_eval_episodes):\n",
" state = env.reset()\n",
" step = 0\n",
" done = False\n",
" total_rewards_ep = 0\n",
" \n",
" while done is False:\n",
" state = torch.Tensor(state)\n",
" action, _, _, _ = policy.get_action_and_value(state)\n",
" new_state, reward, done, info = env.step(action.numpy())\n",
" total_rewards_ep += reward \n",
" if done:\n",
" break\n",
" state = new_state\n",
" episode_rewards.append(total_rewards_ep)\n",
" mean_reward = np.mean(episode_rewards)\n",
" std_reward = np.std(episode_rewards)\n",
"\n",
" return mean_reward, std_reward\n",
"\n",
"def record_video(env, policy, out_directory, fps=30):\n",
" images = [] \n",
" done = False\n",
" state = env.reset()\n",
" img = env.render(mode='rgb_array')\n",
" images.append(img)\n",
" while not done:\n",
" state = torch.Tensor(state)\n",
" # Take the action (index) that have the maximum expected future reward given that state\n",
" action, _, _, _ = policy.get_action_and_value(state)\n",
" state, reward, done, info = env.step(action.numpy()) # We directly put next_state = state for recording logic\n",
" img = env.render(mode='rgb_array')\n",
" images.append(img)\n",
" imageio.mimsave(out_directory, [np.array(img) for i, img in enumerate(images)], fps=fps)\n",
"\n",
"def _generate_model_card(model_name, env_id, mean_reward, std_reward, hyperparameters):\n",
" \"\"\"\n",
" Generate the model card for the Hub\n",
" :param model_name: name of the model\n",
" :env_id: name of the environment\n",
" :mean_reward: mean reward of the agent\n",
" :std_reward: standard deviation of the mean reward of the agent\n",
" :hyperparameters: training arguments\n",
" \"\"\"\n",
" # Step 1: Select the tags\n",
" metadata = generate_metadata(model_name, env_id, mean_reward, std_reward)\n",
"\n",
" # Transform the hyperparams namespace to string\n",
" converted_dict = vars(hyperparameters)\n",
" converted_str = str(converted_dict)\n",
" converted_str = converted_str.split(\", \")\n",
" converted_str = '\\n'.join(converted_str)\n",
" \n",
" # Step 2: Generate the model card\n",
" model_card = f\"\"\"\n",
" # PPO Agent Playing {env_id}\n",
"\n",
" This is a trained model of a PPO agent playing {env_id}.\n",
" To learn to code your own PPO agent and train it Unit 8 of the Deep Reinforcement Learning Class: https://github.com/huggingface/deep-rl-class/tree/main/unit8\n",
" \n",
" # Hyperparameters\n",
" ```python\n",
" {converted_str}\n",
" ```\n",
" \"\"\"\n",
" return model_card, metadata\n",
"\n",
"def generate_metadata(model_name, env_id, mean_reward, std_reward):\n",
" \"\"\"\n",
" Define the tags for the model card\n",
" :param model_name: name of the model\n",
" :param env_id: name of the environment\n",
" :mean_reward: mean reward of the agent\n",
" :std_reward: standard deviation of the mean reward of the agent\n",
" \"\"\"\n",
" metadata = {}\n",
" metadata[\"tags\"] = [\n",
" env_id,\n",
" \"ppo\",\n",
" \"deep-reinforcement-learning\",\n",
" \"reinforcement-learning\",\n",
" \"custom-implementation\",\n",
" \"deep-rl-class\"\n",
" ]\n",
"\n",
" # Add metrics\n",
" eval = metadata_eval_result(\n",
" model_pretty_name=model_name,\n",
" task_pretty_name=\"reinforcement-learning\",\n",
" task_id=\"reinforcement-learning\",\n",
" metrics_pretty_name=\"mean_reward\",\n",
" metrics_id=\"mean_reward\",\n",
" metrics_value=f\"{mean_reward:.2f} +/- {std_reward:.2f}\",\n",
" dataset_pretty_name=env_id,\n",
" dataset_id=env_id,\n",
" )\n",
"\n",
" # Merges both dictionaries\n",
" metadata = {**metadata, **eval}\n",
"\n",
" return metadata\n",
"\n",
"def _save_model_card(local_path, generated_model_card, metadata):\n",
" \"\"\"Saves a model card for the repository.\n",
" :param local_path: repository directory\n",
" :param generated_model_card: model card generated by _generate_model_card()\n",
" :param metadata: metadata\n",
" \"\"\"\n",
" readme_path = local_path / \"README.md\"\n",
" readme = \"\"\n",
" if readme_path.exists():\n",
" with readme_path.open(\"r\", encoding=\"utf8\") as f:\n",
" readme = f.read()\n",
" else:\n",
" readme = generated_model_card\n",
"\n",
" with readme_path.open(\"w\", encoding=\"utf-8\") as f:\n",
" f.write(readme)\n",
"\n",
" # Save our metrics to Readme metadata\n",
" metadata_save(readme_path, metadata)\n",
"\n",
"def _add_logdir(local_path: Path, logdir: Path):\n",
" \"\"\"Adds a logdir to the repository.\n",
" :param local_path: repository directory\n",
" :param logdir: logdir directory\n",
" \"\"\"\n",
" if logdir.exists() and logdir.is_dir():\n",
" # Add the logdir to the repository under new dir called logs\n",
" repo_logdir = local_path / \"logs\"\n",
" \n",
" # Delete current logs if they exist\n",
" if repo_logdir.exists():\n",
" shutil.rmtree(repo_logdir)\n",
"\n",
" # Copy logdir into repo logdir\n",
" shutil.copytree(logdir, repo_logdir)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "TqX8z8_rooD6"
},
"source": [
"- Finally, we call this function at the end of the PPO training"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "I8V1vNiTo2hL"
},
"outputs": [],
"source": [
"# Create the evaluation environment\n",
"eval_env = gym.make(args.env_id)\n",
"\n",
"package_to_hub(repo_id = args.repo_id,\n",
" model = agent, # The model we want to save\n",
" hyperparameters = args,\n",
" eval_env = gym.make(args.env_id),\n",
" logs= f\"runs/{run_name}\",\n",
" )"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "muCCzed4o5TC"
},
"source": [
"- Here's what look the ppo.py final file"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "LviRdtXgo7kF"
},
"outputs": [],
"source": [
"# docs and experiment results can be found at https://docs.cleanrl.dev/rl-algorithms/ppo/#ppopy\n",
"\n",
"import argparse\n",
"import os\n",
"import random\n",
"import time\n",
"from distutils.util import strtobool\n",
"\n",
"import gym\n",
"import numpy as np\n",
"import torch\n",
"import torch.nn as nn\n",
"import torch.optim as optim\n",
"from torch.distributions.categorical import Categorical\n",
"from torch.utils.tensorboard import SummaryWriter\n",
"\n",
"from huggingface_hub import HfApi, upload_folder\n",
"from huggingface_hub.repocard import metadata_eval_result, metadata_save\n",
"\n",
"from pathlib import Path\n",
"import datetime\n",
"import tempfile\n",
"import json\n",
"import shutil\n",
"import imageio\n",
"\n",
"from wasabi import Printer\n",
"msg = Printer()\n",
"\n",
"def parse_args():\n",
" # fmt: off\n",
" parser = argparse.ArgumentParser()\n",
" parser.add_argument(\"--exp-name\", type=str, default=os.path.basename(__file__).rstrip(\".py\"),\n",
" help=\"the name of this experiment\")\n",
" parser.add_argument(\"--seed\", type=int, default=1,\n",
" help=\"seed of the experiment\")\n",
" parser.add_argument(\"--torch-deterministic\", type=lambda x: bool(strtobool(x)), default=True, nargs=\"?\", const=True,\n",
" help=\"if toggled, `torch.backends.cudnn.deterministic=False`\")\n",
" parser.add_argument(\"--cuda\", type=lambda x: bool(strtobool(x)), default=True, nargs=\"?\", const=True,\n",
" help=\"if toggled, cuda will be enabled by default\")\n",
" parser.add_argument(\"--track\", type=lambda x: bool(strtobool(x)), default=False, nargs=\"?\", const=True,\n",
" help=\"if toggled, this experiment will be tracked with Weights and Biases\")\n",
" parser.add_argument(\"--wandb-project-name\", type=str, default=\"cleanRL\",\n",
" help=\"the wandb's project name\")\n",
" parser.add_argument(\"--wandb-entity\", type=str, default=None,\n",
" help=\"the entity (team) of wandb's project\")\n",
" parser.add_argument(\"--capture-video\", type=lambda x: bool(strtobool(x)), default=False, nargs=\"?\", const=True,\n",
" help=\"weather to capture videos of the agent performances (check out `videos` folder)\")\n",
"\n",
" # Algorithm specific arguments\n",
" parser.add_argument(\"--env-id\", type=str, default=\"CartPole-v1\",\n",
" help=\"the id of the environment\")\n",
" parser.add_argument(\"--total-timesteps\", type=int, default=50000,\n",
" help=\"total timesteps of the experiments\")\n",
" parser.add_argument(\"--learning-rate\", type=float, default=2.5e-4,\n",
" help=\"the learning rate of the optimizer\")\n",
" parser.add_argument(\"--num-envs\", type=int, default=4,\n",
" help=\"the number of parallel game environments\")\n",
" parser.add_argument(\"--num-steps\", type=int, default=128,\n",
" help=\"the number of steps to run in each environment per policy rollout\")\n",
" parser.add_argument(\"--anneal-lr\", type=lambda x: bool(strtobool(x)), default=True, nargs=\"?\", const=True,\n",
" help=\"Toggle learning rate annealing for policy and value networks\")\n",
" parser.add_argument(\"--gae\", type=lambda x: bool(strtobool(x)), default=True, nargs=\"?\", const=True,\n",
" help=\"Use GAE for advantage computation\")\n",
" parser.add_argument(\"--gamma\", type=float, default=0.99,\n",
" help=\"the discount factor gamma\")\n",
" parser.add_argument(\"--gae-lambda\", type=float, default=0.95,\n",
" help=\"the lambda for the general advantage estimation\")\n",
" parser.add_argument(\"--num-minibatches\", type=int, default=4,\n",
" help=\"the number of mini-batches\")\n",
" parser.add_argument(\"--update-epochs\", type=int, default=4,\n",
" help=\"the K epochs to update the policy\")\n",
" parser.add_argument(\"--norm-adv\", type=lambda x: bool(strtobool(x)), default=True, nargs=\"?\", const=True,\n",
" help=\"Toggles advantages normalization\")\n",
" parser.add_argument(\"--clip-coef\", type=float, default=0.2,\n",
" help=\"the surrogate clipping coefficient\")\n",
" parser.add_argument(\"--clip-vloss\", type=lambda x: bool(strtobool(x)), default=True, nargs=\"?\", const=True,\n",
" help=\"Toggles whether or not to use a clipped loss for the value function, as per the paper.\")\n",
" parser.add_argument(\"--ent-coef\", type=float, default=0.01,\n",
" help=\"coefficient of the entropy\")\n",
" parser.add_argument(\"--vf-coef\", type=float, default=0.5,\n",
" help=\"coefficient of the value function\")\n",
" parser.add_argument(\"--max-grad-norm\", type=float, default=0.5,\n",
" help=\"the maximum norm for the gradient clipping\")\n",
" parser.add_argument(\"--target-kl\", type=float, default=None,\n",
" help=\"the target KL divergence threshold\")\n",
" \n",
" # Adding HuggingFace argument\n",
" parser.add_argument(\"--repo-id\", type=str, default=\"ThomasSimonini/ppo-CartPole-v1\", help=\"id of the model repository from the Hugging Face Hub {username/repo_name}\")\n",
"\n",
" args = parser.parse_args()\n",
" args.batch_size = int(args.num_envs * args.num_steps)\n",
" args.minibatch_size = int(args.batch_size // args.num_minibatches)\n",
" # fmt: on\n",
" return args\n",
"\n",
"def package_to_hub(repo_id, \n",
" model,\n",
" hyperparameters,\n",
" eval_env,\n",
" video_fps=30,\n",
" commit_message=\"Push Reinforce agent to the Hub\",\n",
" token= None,\n",
" logs=None\n",
" ):\n",
" \"\"\"\n",
" Evaluate, Generate a video and Upload a model to Hugging Face Hub.\n",
" This method does the complete pipeline:\n",
" - It evaluates the model\n",
" - It generates the model card\n",
" - It generates a replay video of the agent\n",
" - It pushes everything to the hub\n",
" :param repo_id: id of the model repository from the Hugging Face Hub\n",
" :param model: trained model\n",
" :param eval_env: environment used to evaluate the agent\n",
" :param fps: number of fps for rendering the video\n",
" :param commit_message: commit message\n",
" :param logs: directory on local machine of tensorboard logs you'd like to upload\n",
" \"\"\"\n",
" msg.info(\n",
" \"This function will save, evaluate, generate a video of your agent, \"\n",
" \"create a model card and push everything to the hub. \"\n",
" \"It might take up to 1min. \\n \"\n",
" \"This is a work in progress: if you encounter a bug, please open an issue.\"\n",
" )\n",
" # Step 1: Clone or create the repo\n",
" repo_url = HfApi().create_repo(\n",
" repo_id=repo_id,\n",
" token=token,\n",
" private=False,\n",
" exist_ok=True,\n",
" )\n",
" \n",
" with tempfile.TemporaryDirectory() as tmpdirname:\n",
" tmpdirname = Path(tmpdirname)\n",
"\n",
" # Step 2: Save the model\n",
" torch.save(model.state_dict(), tmpdirname / \"model.pt\")\n",
" \n",
" # Step 3: Evaluate the model and build JSON\n",
" mean_reward, std_reward = _evaluate_agent(eval_env, \n",
" 10, \n",
" model)\n",
"\n",
" # First get datetime\n",
" eval_datetime = datetime.datetime.now()\n",
" eval_form_datetime = eval_datetime.isoformat()\n",
"\n",
" evaluate_data = {\n",
" \"env_id\": hyperparameters.env_id, \n",
" \"mean_reward\": mean_reward,\n",
" \"std_reward\": std_reward,\n",
" \"n_evaluation_episodes\": 10,\n",
" \"eval_datetime\": eval_form_datetime,\n",
" }\n",
" \n",
" # Write a JSON file\n",
" with open(tmpdirname / \"results.json\", \"w\") as outfile:\n",
" json.dump(evaluate_data, outfile)\n",
"\n",
" # Step 4: Generate a video\n",
" video_path = tmpdirname / \"replay.mp4\"\n",
" record_video(eval_env, model, video_path, video_fps)\n",
" \n",
" # Step 5: Generate the model card\n",
" generated_model_card, metadata = _generate_model_card(\"PPO\", hyperparameters.env_id, mean_reward, std_reward, hyperparameters)\n",
" _save_model_card(tmpdirname, generated_model_card, metadata)\n",
"\n",
" # Step 6: Add logs if needed\n",
" if logs:\n",
" _add_logdir(tmpdirname, Path(logs))\n",
" \n",
" msg.info(f\"Pushing repo {repo_id} to the Hugging Face Hub\")\n",
" \n",
" repo_url = upload_folder(\n",
" repo_id=repo_id,\n",
" folder_path=tmpdirname,\n",
" path_in_repo=\"\",\n",
" commit_message=commit_message,\n",
" token=token,\n",
" )\n",
"\n",
" msg.info(f\"Your model is pushed to the Hub. You can view your model here: {repo_url}\")\n",
" return repo_url\n",
"\n",
"def _evaluate_agent(env, n_eval_episodes, policy):\n",
" \"\"\"\n",
" Evaluate the agent for ``n_eval_episodes`` episodes and returns average reward and std of reward.\n",
" :param env: The evaluation environment\n",
" :param n_eval_episodes: Number of episode to evaluate the agent\n",
" :param policy: The Reinforce agent\n",
" \"\"\"\n",
" episode_rewards = []\n",
" for episode in range(n_eval_episodes):\n",
" state = env.reset()\n",
" step = 0\n",
" done = False\n",
" total_rewards_ep = 0\n",
" \n",
" while done is False:\n",
" state = torch.Tensor(state)\n",
" action, _, _, _ = policy.get_action_and_value(state)\n",
" new_state, reward, done, info = env.step(action.numpy())\n",
" total_rewards_ep += reward \n",
" if done:\n",
" break\n",
" state = new_state\n",
" episode_rewards.append(total_rewards_ep)\n",
" mean_reward = np.mean(episode_rewards)\n",
" std_reward = np.std(episode_rewards)\n",
"\n",
" return mean_reward, std_reward\n",
"\n",
"def record_video(env, policy, out_directory, fps=30):\n",
" images = [] \n",
" done = False\n",
" state = env.reset()\n",
" img = env.render(mode='rgb_array')\n",
" images.append(img)\n",
" while not done:\n",
" state = torch.Tensor(state)\n",
" # Take the action (index) that have the maximum expected future reward given that state\n",
" action, _, _, _ = policy.get_action_and_value(state)\n",
" state, reward, done, info = env.step(action.numpy()) # We directly put next_state = state for recording logic\n",
" img = env.render(mode='rgb_array')\n",
" images.append(img)\n",
" imageio.mimsave(out_directory, [np.array(img) for i, img in enumerate(images)], fps=fps)\n",
"\n",
"def _generate_model_card(model_name, env_id, mean_reward, std_reward, hyperparameters):\n",
" \"\"\"\n",
" Generate the model card for the Hub\n",
" :param model_name: name of the model\n",
" :env_id: name of the environment\n",
" :mean_reward: mean reward of the agent\n",
" :std_reward: standard deviation of the mean reward of the agent\n",
" :hyperparameters: training arguments\n",
" \"\"\"\n",
" # Step 1: Select the tags\n",
" metadata = generate_metadata(model_name, env_id, mean_reward, std_reward)\n",
"\n",
" # Transform the hyperparams namespace to string\n",
" converted_dict = vars(hyperparameters)\n",
" converted_str = str(converted_dict)\n",
" converted_str = converted_str.split(\", \")\n",
" converted_str = '\\n'.join(converted_str)\n",
" \n",
" # Step 2: Generate the model card\n",
" model_card = f\"\"\"\n",
" # PPO Agent Playing {env_id}\n",
"\n",
" This is a trained model of a PPO agent playing {env_id}.\n",
" To learn to code your own PPO agent and train it Unit 8 of the Deep Reinforcement Learning Class: https://github.com/huggingface/deep-rl-class/tree/main/unit8\n",
" \n",
" # Hyperparameters\n",
" ```python\n",
" {converted_str}\n",
" ```\n",
" \"\"\"\n",
" return model_card, metadata\n",
"\n",
"def generate_metadata(model_name, env_id, mean_reward, std_reward):\n",
" \"\"\"\n",
" Define the tags for the model card\n",
" :param model_name: name of the model\n",
" :param env_id: name of the environment\n",
" :mean_reward: mean reward of the agent\n",
" :std_reward: standard deviation of the mean reward of the agent\n",
" \"\"\"\n",
" metadata = {}\n",
" metadata[\"tags\"] = [\n",
" env_id,\n",
" \"ppo\",\n",
" \"deep-reinforcement-learning\",\n",
" \"reinforcement-learning\",\n",
" \"custom-implementation\",\n",
" \"deep-rl-class\"\n",
" ]\n",
"\n",
" # Add metrics\n",
" eval = metadata_eval_result(\n",
" model_pretty_name=model_name,\n",
" task_pretty_name=\"reinforcement-learning\",\n",
" task_id=\"reinforcement-learning\",\n",
" metrics_pretty_name=\"mean_reward\",\n",
" metrics_id=\"mean_reward\",\n",
" metrics_value=f\"{mean_reward:.2f} +/- {std_reward:.2f}\",\n",
" dataset_pretty_name=env_id,\n",
" dataset_id=env_id,\n",
" )\n",
"\n",
" # Merges both dictionaries\n",
" metadata = {**metadata, **eval}\n",
"\n",
" return metadata\n",
"\n",
"def _save_model_card(local_path, generated_model_card, metadata):\n",
" \"\"\"Saves a model card for the repository.\n",
" :param local_path: repository directory\n",
" :param generated_model_card: model card generated by _generate_model_card()\n",
" :param metadata: metadata\n",
" \"\"\"\n",
" readme_path = local_path / \"README.md\"\n",
" readme = \"\"\n",
" if readme_path.exists():\n",
" with readme_path.open(\"r\", encoding=\"utf8\") as f:\n",
" readme = f.read()\n",
" else:\n",
" readme = generated_model_card\n",
"\n",
" with readme_path.open(\"w\", encoding=\"utf-8\") as f:\n",
" f.write(readme)\n",
"\n",
" # Save our metrics to Readme metadata\n",
" metadata_save(readme_path, metadata)\n",
"\n",
"def _add_logdir(local_path: Path, logdir: Path):\n",
" \"\"\"Adds a logdir to the repository.\n",
" :param local_path: repository directory\n",
" :param logdir: logdir directory\n",
" \"\"\"\n",
" if logdir.exists() and logdir.is_dir():\n",
" # Add the logdir to the repository under new dir called logs\n",
" repo_logdir = local_path / \"logs\"\n",
" \n",
" # Delete current logs if they exist\n",
" if repo_logdir.exists():\n",
" shutil.rmtree(repo_logdir)\n",
"\n",
" # Copy logdir into repo logdir\n",
" shutil.copytree(logdir, repo_logdir)\n",
"\n",
"def make_env(env_id, seed, idx, capture_video, run_name):\n",
" def thunk():\n",
" env = gym.make(env_id)\n",
" env = gym.wrappers.RecordEpisodeStatistics(env)\n",
" if capture_video:\n",
" if idx == 0:\n",
" env = gym.wrappers.RecordVideo(env, f\"videos/{run_name}\")\n",
" env.seed(seed)\n",
" env.action_space.seed(seed)\n",
" env.observation_space.seed(seed)\n",
" return env\n",
"\n",
" return thunk\n",
"\n",
"\n",
"def layer_init(layer, std=np.sqrt(2), bias_const=0.0):\n",
" torch.nn.init.orthogonal_(layer.weight, std)\n",
" torch.nn.init.constant_(layer.bias, bias_const)\n",
" return layer\n",
"\n",
"\n",
"class Agent(nn.Module):\n",
" def __init__(self, envs):\n",
" super().__init__()\n",
" self.critic = nn.Sequential(\n",
" layer_init(nn.Linear(np.array(envs.single_observation_space.shape).prod(), 64)),\n",
" nn.Tanh(),\n",
" layer_init(nn.Linear(64, 64)),\n",
" nn.Tanh(),\n",
" layer_init(nn.Linear(64, 1), std=1.0),\n",
" )\n",
" self.actor = nn.Sequential(\n",
" layer_init(nn.Linear(np.array(envs.single_observation_space.shape).prod(), 64)),\n",
" nn.Tanh(),\n",
" layer_init(nn.Linear(64, 64)),\n",
" nn.Tanh(),\n",
" layer_init(nn.Linear(64, envs.single_action_space.n), std=0.01),\n",
" )\n",
"\n",
" def get_value(self, x):\n",
" return self.critic(x)\n",
"\n",
" def get_action_and_value(self, x, action=None):\n",
" logits = self.actor(x)\n",
" probs = Categorical(logits=logits)\n",
" if action is None:\n",
" action = probs.sample()\n",
" return action, probs.log_prob(action), probs.entropy(), self.critic(x)\n",
"\n",
"\n",
"if __name__ == \"__main__\":\n",
" args = parse_args()\n",
" run_name = f\"{args.env_id}__{args.exp_name}__{args.seed}__{int(time.time())}\"\n",
" if args.track:\n",
" import wandb\n",
"\n",
" wandb.init(\n",
" project=args.wandb_project_name,\n",
" entity=args.wandb_entity,\n",
" sync_tensorboard=True,\n",
" config=vars(args),\n",
" name=run_name,\n",
" monitor_gym=True,\n",
" save_code=True,\n",
" )\n",
" writer = SummaryWriter(f\"runs/{run_name}\")\n",
" writer.add_text(\n",
" \"hyperparameters\",\n",
" \"|param|value|\\n|-|-|\\n%s\" % (\"\\n\".join([f\"|{key}|{value}|\" for key, value in vars(args).items()])),\n",
" )\n",
"\n",
" # TRY NOT TO MODIFY: seeding\n",
" random.seed(args.seed)\n",
" np.random.seed(args.seed)\n",
" torch.manual_seed(args.seed)\n",
" torch.backends.cudnn.deterministic = args.torch_deterministic\n",
"\n",
" device = torch.device(\"cuda\" if torch.cuda.is_available() and args.cuda else \"cpu\")\n",
"\n",
" # env setup\n",
" envs = gym.vector.SyncVectorEnv(\n",
" [make_env(args.env_id, args.seed + i, i, args.capture_video, run_name) for i in range(args.num_envs)]\n",
" )\n",
" assert isinstance(envs.single_action_space, gym.spaces.Discrete), \"only discrete action space is supported\"\n",
"\n",
" agent = Agent(envs).to(device)\n",
" optimizer = optim.Adam(agent.parameters(), lr=args.learning_rate, eps=1e-5)\n",
"\n",
" # ALGO Logic: Storage setup\n",
" obs = torch.zeros((args.num_steps, args.num_envs) + envs.single_observation_space.shape).to(device)\n",
" actions = torch.zeros((args.num_steps, args.num_envs) + envs.single_action_space.shape).to(device)\n",
" logprobs = torch.zeros((args.num_steps, args.num_envs)).to(device)\n",
" rewards = torch.zeros((args.num_steps, args.num_envs)).to(device)\n",
" dones = torch.zeros((args.num_steps, args.num_envs)).to(device)\n",
" values = torch.zeros((args.num_steps, args.num_envs)).to(device)\n",
"\n",
" # TRY NOT TO MODIFY: start the game\n",
" global_step = 0\n",
" start_time = time.time()\n",
" next_obs = torch.Tensor(envs.reset()).to(device)\n",
" next_done = torch.zeros(args.num_envs).to(device)\n",
" num_updates = args.total_timesteps // args.batch_size\n",
"\n",
" for update in range(1, num_updates + 1):\n",
" # Annealing the rate if instructed to do so.\n",
" if args.anneal_lr:\n",
" frac = 1.0 - (update - 1.0) / num_updates\n",
" lrnow = frac * args.learning_rate\n",
" optimizer.param_groups[0][\"lr\"] = lrnow\n",
"\n",
" for step in range(0, args.num_steps):\n",
" global_step += 1 * args.num_envs\n",
" obs[step] = next_obs\n",
" dones[step] = next_done\n",
"\n",
" # ALGO LOGIC: action logic\n",
" with torch.no_grad():\n",
" action, logprob, _, value = agent.get_action_and_value(next_obs)\n",
" values[step] = value.flatten()\n",
" actions[step] = action\n",
" logprobs[step] = logprob\n",
"\n",
" # TRY NOT TO MODIFY: execute the game and log data.\n",
" next_obs, reward, done, info = envs.step(action.cpu().numpy())\n",
" rewards[step] = torch.tensor(reward).to(device).view(-1)\n",
" next_obs, next_done = torch.Tensor(next_obs).to(device), torch.Tensor(done).to(device)\n",
"\n",
" for item in info:\n",
" if \"episode\" in item.keys():\n",
" print(f\"global_step={global_step}, episodic_return={item['episode']['r']}\")\n",
" writer.add_scalar(\"charts/episodic_return\", item[\"episode\"][\"r\"], global_step)\n",
" writer.add_scalar(\"charts/episodic_length\", item[\"episode\"][\"l\"], global_step)\n",
" break\n",
"\n",
" # bootstrap value if not done\n",
" with torch.no_grad():\n",
" next_value = agent.get_value(next_obs).reshape(1, -1)\n",
" if args.gae:\n",
" advantages = torch.zeros_like(rewards).to(device)\n",
" lastgaelam = 0\n",
" for t in reversed(range(args.num_steps)):\n",
" if t == args.num_steps - 1:\n",
" nextnonterminal = 1.0 - next_done\n",
" nextvalues = next_value\n",
" else:\n",
" nextnonterminal = 1.0 - dones[t + 1]\n",
" nextvalues = values[t + 1]\n",
" delta = rewards[t] + args.gamma * nextvalues * nextnonterminal - values[t]\n",
" advantages[t] = lastgaelam = delta + args.gamma * args.gae_lambda * nextnonterminal * lastgaelam\n",
" returns = advantages + values\n",
" else:\n",
" returns = torch.zeros_like(rewards).to(device)\n",
" for t in reversed(range(args.num_steps)):\n",
" if t == args.num_steps - 1:\n",
" nextnonterminal = 1.0 - next_done\n",
" next_return = next_value\n",
" else:\n",
" nextnonterminal = 1.0 - dones[t + 1]\n",
" next_return = returns[t + 1]\n",
" returns[t] = rewards[t] + args.gamma * nextnonterminal * next_return\n",
" advantages = returns - values\n",
"\n",
" # flatten the batch\n",
" b_obs = obs.reshape((-1,) + envs.single_observation_space.shape)\n",
" b_logprobs = logprobs.reshape(-1)\n",
" b_actions = actions.reshape((-1,) + envs.single_action_space.shape)\n",
" b_advantages = advantages.reshape(-1)\n",
" b_returns = returns.reshape(-1)\n",
" b_values = values.reshape(-1)\n",
"\n",
" # Optimizing the policy and value network\n",
" b_inds = np.arange(args.batch_size)\n",
" clipfracs = []\n",
" for epoch in range(args.update_epochs):\n",
" np.random.shuffle(b_inds)\n",
" for start in range(0, args.batch_size, args.minibatch_size):\n",
" end = start + args.minibatch_size\n",
" mb_inds = b_inds[start:end]\n",
"\n",
" _, newlogprob, entropy, newvalue = agent.get_action_and_value(b_obs[mb_inds], b_actions.long()[mb_inds])\n",
" logratio = newlogprob - b_logprobs[mb_inds]\n",
" ratio = logratio.exp()\n",
"\n",
" with torch.no_grad():\n",
" # calculate approx_kl http://joschu.net/blog/kl-approx.html\n",
" old_approx_kl = (-logratio).mean()\n",
" approx_kl = ((ratio - 1) - logratio).mean()\n",
" clipfracs += [((ratio - 1.0).abs() > args.clip_coef).float().mean().item()]\n",
"\n",
" mb_advantages = b_advantages[mb_inds]\n",
" if args.norm_adv:\n",
" mb_advantages = (mb_advantages - mb_advantages.mean()) / (mb_advantages.std() + 1e-8)\n",
"\n",
" # Policy loss\n",
" pg_loss1 = -mb_advantages * ratio\n",
" pg_loss2 = -mb_advantages * torch.clamp(ratio, 1 - args.clip_coef, 1 + args.clip_coef)\n",
" pg_loss = torch.max(pg_loss1, pg_loss2).mean()\n",
"\n",
" # Value loss\n",
" newvalue = newvalue.view(-1)\n",
" if args.clip_vloss:\n",
" v_loss_unclipped = (newvalue - b_returns[mb_inds]) ** 2\n",
" v_clipped = b_values[mb_inds] + torch.clamp(\n",
" newvalue - b_values[mb_inds],\n",
" -args.clip_coef,\n",
" args.clip_coef,\n",
" )\n",
" v_loss_clipped = (v_clipped - b_returns[mb_inds]) ** 2\n",
" v_loss_max = torch.max(v_loss_unclipped, v_loss_clipped)\n",
" v_loss = 0.5 * v_loss_max.mean()\n",
" else:\n",
" v_loss = 0.5 * ((newvalue - b_returns[mb_inds]) ** 2).mean()\n",
"\n",
" entropy_loss = entropy.mean()\n",
" loss = pg_loss - args.ent_coef * entropy_loss + v_loss * args.vf_coef\n",
"\n",
" optimizer.zero_grad()\n",
" loss.backward()\n",
" nn.utils.clip_grad_norm_(agent.parameters(), args.max_grad_norm)\n",
" optimizer.step()\n",
"\n",
" if args.target_kl is not None:\n",
" if approx_kl > args.target_kl:\n",
" break\n",
"\n",
" y_pred, y_true = b_values.cpu().numpy(), b_returns.cpu().numpy()\n",
" var_y = np.var(y_true)\n",
" explained_var = np.nan if var_y == 0 else 1 - np.var(y_true - y_pred) / var_y\n",
"\n",
" # TRY NOT TO MODIFY: record rewards for plotting purposes\n",
" writer.add_scalar(\"charts/learning_rate\", optimizer.param_groups[0][\"lr\"], global_step)\n",
" writer.add_scalar(\"losses/value_loss\", v_loss.item(), global_step)\n",
" writer.add_scalar(\"losses/policy_loss\", pg_loss.item(), global_step)\n",
" writer.add_scalar(\"losses/entropy\", entropy_loss.item(), global_step)\n",
" writer.add_scalar(\"losses/old_approx_kl\", old_approx_kl.item(), global_step)\n",
" writer.add_scalar(\"losses/approx_kl\", approx_kl.item(), global_step)\n",
" writer.add_scalar(\"losses/clipfrac\", np.mean(clipfracs), global_step)\n",
" writer.add_scalar(\"losses/explained_variance\", explained_var, global_step)\n",
" print(\"SPS:\", int(global_step / (time.time() - start_time)))\n",
" writer.add_scalar(\"charts/SPS\", int(global_step / (time.time() - start_time)), global_step)\n",
"\n",
" envs.close()\n",
" writer.close()\n",
"\n",
" # Create the evaluation environment\n",
" eval_env = gym.make(args.env_id)\n",
"\n",
" package_to_hub(repo_id = args.repo_id,\n",
" model = agent, # The model we want to save\n",
" hyperparameters = args,\n",
" eval_env = gym.make(args.env_id),\n",
" logs= f\"runs/{run_name}\",\n",
" )\n",
" "
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "lteS7h5znWO3"
},
"source": [
"To be able to share your model with the community there are two more steps to follow:\n",
"\n",
"1⃣ (If it's not already done) create an account to HF ➡ https://huggingface.co/join\n",
"\n",
"2⃣ Sign in and then, you need to store your authentication token from the Hugging Face website.\n",
"- Create a new token (https://huggingface.co/settings/tokens) **with write role**"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "8sz1AtyenSCS"
},
"source": [
"![image.png](data:image/png;base64,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)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "Fms38KXMncKF"
},
"outputs": [],
"source": [
"from huggingface_hub import notebook_login\n",
"notebook_login()"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "jRqkGvk7pFQ6"
},
"source": [
"### Step 4: Let's start the training 🔥\n",
"- Now that you've coded from scratch PPO and added the Hugging Face Integration, we're ready to start the training 🔥"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "0tmEArP8ug2l"
},
"source": [
"- First, you need to copy all your code to a file you create called `ppo.py`"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "tjRIs94ku_K8"
},
"source": [
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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "AvWTiKi9vPbJ"
},
"source": [
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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "VrS80GmMu_j5"
},
"source": [
"- Now we just need to run this python script using `python <name-of-python-script>.py` with the additional parameters we defined with `argparse`"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "Sa0W5uv0vd-5"
},
"outputs": [],
"source": [
"!python ppo.py --env-id=\"LunarLander-v2\" --repo-id=\"YOUR_REPO_ID\" --total-timesteps=50000"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "eVsVJ5AdqLE7"
},
"source": [
"## Some additional challenges 🏆\n",
"In the [Leaderboard](https://huggingface.co/spaces/chrisjay/Deep-Reinforcement-Learning-Leaderboard) you will find your agents. Can you get to the top?\n",
"\n",
"Here are some ideas to achieve so:\n",
"* Train more steps\n",
"* Try different hyperparameters by looking at what your classmates have done.\n",
"* **Push your new trained model** on the Hub 🔥\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "nYdl758GqLXT"
},
"source": [
"See you on Next Time! 🔥\n",
"## Keep learning, stay awesome 🤗"
]
}
],
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"authorship_tag": "ABX9TyN2BU0ytdzum3AwXr4nlJMv",
"collapsed_sections": [],
"include_colab_link": true,
"name": "unit8.ipynb",
"private_outputs": true,
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