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      "source": [
        "# New Environment: Creating and Modeling\n",
        "\n",
        "In this notebook, we will show how to extend RL4CO to solve new problems from zero to hero! 🚀"
      ],
      "metadata": {
        "id": "I2vBjmqBLZsD"
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      "source": [
        "## Problem: TSP\n",
        "We will build an environment and model for the Traveling Salesman Problem (TSP). The TSP is a well-known combinatorial optimization problem that consists of finding the shortest route that visits each city in a given list exactly once and returns to the origin city. The TSP is NP-hard, and it is one of the most studied problems in combinatorial optimization."
      ],
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      "source": [
        "### Installation"
      ],
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    },
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      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DpifdQfeK8v4",
        "outputId": "508d2b8e-db0d-4f74-af77-38857902b1cc"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m50.4/50.4 kB\u001b[0m \u001b[31m1.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
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            "\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
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            "\u001b[2K   \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m62.7/62.7 kB\u001b[0m \u001b[31m894.2 kB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25h  Building wheel for antlr4-python3-runtime (setup.py) ... \u001b[?25l\u001b[?25hdone\n"
          ]
        }
      ],
      "source": [
        "!pip install rl4co -qU"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Imports"
      ],
      "metadata": {
        "id": "qcx8yn4GL0D1"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from typing import Optional\n",
        "import torch\n",
        "import torch.nn as nn\n",
        "\n",
        "from tensordict.tensordict import TensorDict\n",
        "# Use torch RL module\n",
        "from torchrl.data import (\n",
        "    BoundedTensorSpec,\n",
        "    CompositeSpec,\n",
        "    UnboundedContinuousTensorSpec,\n",
        "    UnboundedDiscreteTensorSpec\n",
        ")\n",
        "\n",
        "from rl4co.utils.decoding import rollout, random_policy\n",
        "from rl4co.envs.common import RL4COEnvBase, Generator, get_sampler\n",
        "from rl4co.models.zoo import AttentionModel, AttentionModelPolicy\n",
        "from rl4co.utils.ops import gather_by_index, get_tour_length\n",
        "from rl4co.utils.trainer import RL4COTrainer"
      ],
      "metadata": {
        "id": "Rm7q3LTELC3P"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Environment\n",
        "### Creation\n",
        "We will base environment creation on the `RL4COEnvBase` class, which is based on [TorchRL](https://github.com/pytorch/rl). More information in [documentation](https://rl4co.readthedocs.io/en/stable/docs/content/api/envs/base/?h=rl4coenvbase#envs.common.base.RL4COEnvBase)!\n",
        "### Reset\n",
        "The `_reset` function is used to initialize the environment to an initial state. It returns a TensorDict of the initial state."
      ],
      "metadata": {
        "id": "6W2-Eg_xM6XD"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Optional[x] -> None or x type\n",
        "def _reset(self, td: Optional[TensorDict]=None, batch_size=None) -> TensorDict:\n",
        "    # initalize locations\n",
        "    init_locs = td['locs'] if td is not None else None\n",
        "\n",
        "    # batch size init\n",
        "    if batch_size is None:\n",
        "        batch_size = self.batch_size if init_locs is None else init_locs.shape[:-2]\n",
        "\n",
        "    # device init\n",
        "    device = init_locs.device if init_locs is not None else self.device\n",
        "    self.to(device)\n",
        "\n",
        "    # reassign init_locs\n",
        "    if init_locs is None:\n",
        "        init_locs = self.generate_data(batch_size=batch_size).to(device)[\"locs\"]\n",
        "\n",
        "    # create batch size to list\n",
        "    batch_size = [batch_size] if isinstance(batch_size, int) else batch_size\n",
        "\n",
        "    # Do not enforce loading from self for flexibility\n",
        "    num_loc = init_locs.shape[-2]\n",
        "\n",
        "    # Other variables\n",
        "    current_node = torch.zeros((batch_size), dtype=torch.int64, device=device)\n",
        "    available = torch.ones(\n",
        "        (*batch_size, num_loc), dtype=torch.bool, device=device\n",
        "    )\n",
        "    # 1 means not visitied, i.e. action is allowed\n",
        "    i = torch.zeros((*batch_size, 1), dtype=torch.int64, device=device)\n",
        "\n",
        "    return TensorDict(\n",
        "        dict(\n",
        "            locs=init_locs,\n",
        "            first_node=current_node,\n",
        "            current_node=current_node,\n",
        "            i=i,\n",
        "            action_mask=available,\n",
        "            reward=torch.zeros((*batch_size, 1), dtype=torch.float32),\n",
        "        ),\n",
        "        batch_size=batch_size\n",
        "    )"
      ],
      "metadata": {
        "id": "gLRqYDOFNXHe"
      },
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Step\n",
        "Environment `_step`: this defines the state update of the TSP problem gived a TensorDict (td in the code) of the current state and the action to take:"
      ],
      "metadata": {
        "id": "qJjfAc3iTnE2"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def _step(self, td: TensorDict) -> TensorDict:\n",
        "    current_node = td[\"action\"]\n",
        "    first_node = current_node if td[\"i\"].all() == 0 else td[\"first_node\"]\n",
        "\n",
        "    # Set not visited to 0 (i.e., we visited the node)\n",
        "    # Note: we may also use a separate function for obtaining the mask for more flexibility\n",
        "    available = td[\"action_mask\"].scatter(\n",
        "        -1, current_node.unsqueeze(-1).expand_as(td[\"action_mask\"]), 0\n",
        "    )\n",
        "\n",
        "    # We are done there are no unvisited locations\n",
        "    done = torch.sum(available, dim=-1) == 0\n",
        "\n",
        "    # The reward is calculated outside via get_reward for efficiency, so we set it to 0 here\n",
        "    reward = torch.zeros_like(done)\n",
        "\n",
        "    td.update(\n",
        "        {\n",
        "            \"first_node\": first_node,\n",
        "            \"current_node\": current_node,\n",
        "            \"i\": td[\"i\"] + 1,\n",
        "            \"action_mask\": available,\n",
        "            \"reward\": reward,\n",
        "            \"done\": done,\n",
        "        },\n",
        "    )\n",
        "    return td"
      ],
      "metadata": {
        "id": "TUIttf8SWsIX"
      },
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### [Optional] Separate Action Mask Function\n",
        "The `get_action_mask` function simply returns a mask of the valid actions for the current updated state. This can be used in `_step` and `_reset` for larger environments with several constraints and may be useful for modularity"
      ],
      "metadata": {
        "id": "3ymeiPVoWx8z"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def get_action_mask(self, td: TensorDict) -> TensorDict:\n",
        "    # Here: your logic\n",
        "    return td[\"action_mask\"]"
      ],
      "metadata": {
        "id": "wgGBwsh7W031"
      },
      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### [Optional] Check Solution Validity\n",
        "Another optional utility, this checks whether the solution is feasible and can help identify bugs"
      ],
      "metadata": {
        "id": "fDdHTDU9W1-S"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def check_solution_validity(self, td: TensorDict, actions: torch.Tensor):\n",
        "    \"\"\"Check that solution is valid: nodes are visited exactly once\"\"\"\n",
        "    assert (\n",
        "        torch.arange(actions.size(1), out=actions.data.new())\n",
        "        .view(1, -1)\n",
        "        .expand_as(actions)\n",
        "        == actions.data.sort(1)[0]\n",
        "    ).all(), \"Invalid tour\""
      ],
      "metadata": {
        "id": "qkjPF2VqXD0S"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Reward function\n",
        "The `_get_reward` function is used to evaluate the reward given the solution (actions)."
      ],
      "metadata": {
        "id": "AYOahztBXJ6k"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def _get_reward(self, td, actions) -> TensorDict:\n",
        "    # Sanity check if enabled\n",
        "    if self.check_solution:\n",
        "        self.check_solution_validity(td, actions)\n",
        "\n",
        "    # Gather locations in order of tour and return distance between them (i.e., -reward)\n",
        "    locs_ordered = gather_by_index(td[\"locs\"], actions)\n",
        "    return -get_tour_length(locs_ordered)"
      ],
      "metadata": {
        "id": "ZG1ZfiOwXL3i"
      },
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Environment Action Specs\n",
        "This defines the input and output domains of the environment - similar to Gym's `spaces`. This is not strictly necessary, but it is useful to have a clear definition of the environment's action and observation spaces and if we want to sample actions using TorchRL's utils\n",
        "\n",
        "> Note: this is actually not necessary, but it is useful to have a clear definition of the environment's action and observation spaces and if we want to sample actions using TorchRL's utils"
      ],
      "metadata": {
        "id": "IZyZAdtzXS8u"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def _make_spec(self, generator):\n",
        "    \"\"\"Make the observation and action specs from the parameters\"\"\"\n",
        "    self.observation_spec = CompositeSpec(\n",
        "        locs=BoundedTensorSpec(\n",
        "            low=self.generator.min_loc,\n",
        "            high=self.generator.max_loc,\n",
        "            shape=(self.generator.num_loc, 2),\n",
        "            dtype=torch.float32,\n",
        "        ),\n",
        "        first_node=UnboundedDiscreteTensorSpec(\n",
        "            shape=(1),\n",
        "            dtype=torch.int64,\n",
        "        ),\n",
        "        current_node=UnboundedDiscreteTensorSpec(\n",
        "            shape=(1),\n",
        "            dtype=torch.int64,\n",
        "        ),\n",
        "        i=UnboundedDiscreteTensorSpec(\n",
        "            shape=(1),\n",
        "            dtype=torch.int64,\n",
        "        ),\n",
        "        action_mask=UnboundedDiscreteTensorSpec(\n",
        "            shape=(self.generator.num_loc),\n",
        "            dtype=torch.bool,\n",
        "        ),\n",
        "        shape=(),\n",
        "    )\n",
        "    self.action_spec = BoundedTensorSpec(\n",
        "        shape=(1,),\n",
        "        dtype=torch.int64,\n",
        "        low=0,\n",
        "        high=self.generator.num_loc,\n",
        "    )\n",
        "    self.reward_spec = UnboundedContinuousTensorSpec(shape=(1,))\n",
        "    self.done_spec = UnboundedDiscreteTensorSpec(shape=(1,), dtype=torch.bool)"
      ],
      "metadata": {
        "id": "8x5s8u9rXcro"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "###  Data generator\n",
        "The generator allows to generate random instances of the problem. Note that this is a simplified example: this can include additional distributions via the `rl4co.envs.common.utils.get_sampler` method!"
      ],
      "metadata": {
        "id": "5dz9Wgb5XqvW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class TSPGenerator(Generator):\n",
        "    def __init__(\n",
        "        self,\n",
        "        num_loc: int = 20,\n",
        "        min_loc: float = 0.0,\n",
        "        max_loc: float = 1.0,\n",
        "    ):\n",
        "        self.num_loc = num_loc\n",
        "        self.min_loc = min_loc\n",
        "        self.max_loc = max_loc\n",
        "        self.loc_sampler = torch.distributions.Uniform(\n",
        "            low=min_loc, high=max_loc\n",
        "        )\n",
        "\n",
        "    def _generate(self, batch_size) -> TensorDict:\n",
        "        # Sample locations\n",
        "        locs = self.loc_sampler.sample((*batch_size, self.num_loc, 2))\n",
        "        return TensorDict({\"locs\": locs}, batch_size=batch_size)\n",
        "\n",
        "# Test generator\n",
        "generator = TSPGenerator(num_loc=20)\n",
        "locs = generator(32)\n",
        "print(locs[\"locs\"].shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ke_xF1x0Xv5Y",
        "outputId": "e39c8803-db7e-4a2f-8e94-7ad7356696b6"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "torch.Size([32, 20, 2])\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Render function\n",
        "The `render` function is optional, but can be useful for quickly visualizing the results of your algorithm!"
      ],
      "metadata": {
        "id": "0Q5IVT0tXxY6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def render(self, td, actions=None, ax=None):\n",
        "    import matplotlib.pyplot as plt\n",
        "    import numpy as np\n",
        "\n",
        "    if ax is None:\n",
        "        # Create a plot of the nodes\n",
        "        _, ax = plt.subplots()\n",
        "\n",
        "    td = td.detach().cpu()\n",
        "\n",
        "    if actions is None:\n",
        "        actions = td.get(\"action\", None)\n",
        "    # if batch_size greater than 0 , we need to select the first batch element\n",
        "    if td.batch_size != torch.Size([]):\n",
        "        td = td[0]\n",
        "        actions = actions[0]\n",
        "\n",
        "    locs = td[\"locs\"]\n",
        "\n",
        "    # gather locs in order of action if available\n",
        "    if actions is None:\n",
        "        print(\"No action in TensorDict, rendering unsorted locs\")\n",
        "    else:\n",
        "        actions = actions.detach().cpu()\n",
        "        locs = gather_by_index(locs, actions, dim=0)\n",
        "\n",
        "    # Cat the first node to the end to complete the tour\n",
        "    locs = torch.cat((locs, locs[0:1]))\n",
        "    x, y = locs[:, 0], locs[:, 1]\n",
        "\n",
        "    # Plot the visited nodes\n",
        "    ax.scatter(x, y, color=\"tab:blue\")\n",
        "\n",
        "    # Add arrows between visited nodes as a quiver plot\n",
        "    dx, dy = np.diff(x), np.diff(y)\n",
        "    ax.quiver(\n",
        "        x[:-1], y[:-1], dx, dy, scale_units=\"xy\", angles=\"xy\", scale=1, color=\"k\"\n",
        "    )\n",
        "\n",
        "    # Setup limits and show\n",
        "    ax.set_xlim(-0.05, 1.05)\n",
        "    ax.set_ylim(-0.05, 1.05)"
      ],
      "metadata": {
        "id": "kHg4dYG8X1pk"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Putting everything together"
      ],
      "metadata": {
        "id": "fpQ5oXEIX3mV"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class TSPEnv(RL4COEnvBase):\n",
        "    \"\"\"Traveling Salesman Problem (TSP) environment\"\"\"\n",
        "\n",
        "    name = \"tsp\"\n",
        "\n",
        "    def __init__(\n",
        "        self,\n",
        "        generator = TSPGenerator,\n",
        "        generator_params = {},\n",
        "        **kwargs,\n",
        "    ):\n",
        "        super().__init__(**kwargs)\n",
        "        self.generator = generator(**generator_params)\n",
        "        self._make_spec(self.generator)\n",
        "\n",
        "    _reset = _reset\n",
        "    _step = _step\n",
        "    _get_reward = _get_reward\n",
        "    check_solution_validity = check_solution_validity\n",
        "    get_action_mask = get_action_mask\n",
        "    _make_spec = _make_spec\n",
        "    render = render"
      ],
      "metadata": {
        "id": "s52jZyDWX5rM"
      },
      "execution_count": 12,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "batch_size = 2\n",
        "\n",
        "env = TSPEnv(generator_params=dict(num_loc=20))\n",
        "reward, td, actions = rollout(env, env.reset(batch_size=[batch_size]), random_policy)\n",
        "env.render(td, actions)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 430
        },
        "id": "Z8YLVTnsX6xl",
        "outputId": "2043249a-3537-4dd3-8662-1350e45e174e"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Modeling\n",
        "Now we need to model the problem by transforming input information into the latent space to be processed. Here we focus on `AttentionModel`-based embeddings with an encoder-decoder structure. In RL4CO, we divide embeddings in 3 parts:\n",
        "\n",
        "* `init_embedding`: (encoder) embed initial states of the problem\n",
        "* `context_embedding`: (decoder) embed context information of the problem for the current partial solution to modify the query\n",
        "* `dynamic_embedding`: (decoder) embed dynamic information of the problem for the current partial solution to modify the query, key, and value (i.e. if other nodes also change state)"
      ],
      "metadata": {
        "id": "2iQUpRilX71c"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Init Embedding\n",
        "Embed initial problem into latent space. In our case, we can project the coordinates of the cities into a latent space."
      ],
      "metadata": {
        "id": "Inpp6oIzYMcu"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class TSPInitEmbedding(nn.Module):\n",
        "    \"\"\"Initial embedding for the Traveling Salesman Problems (TSP).\n",
        "    Embed the following node features to the embedding space:\n",
        "        - locs: x, y coordinates of the cities\n",
        "    \"\"\"\n",
        "\n",
        "    def __init__(self, embed_dim, linear_bias=True):\n",
        "        super(TSPInitEmbedding, self).__init__()\n",
        "        node_dim = 2  # x, y\n",
        "        self.init_embed = nn.Linear(node_dim, embed_dim, linear_bias)\n",
        "\n",
        "    def forward(self, td):\n",
        "        out = self.init_embed(td[\"locs\"])\n",
        "        return out"
      ],
      "metadata": {
        "id": "ZC4spTmdYPsQ"
      },
      "execution_count": 14,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Context Embedding\n",
        "Context embedding takes the current context and returns a vector representation of it. In TSP, we can take the embedding of the first node visited (since we need to complete the tour) as well as the embedding of current node visited (in the first step we just have a placeholder since they are the same)."
      ],
      "metadata": {
        "id": "1Iekev6rYSKW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class TSPContext(nn.Module):\n",
        "    \"\"\"Context embedding for the Traveling Salesman Problem (TSP).\n",
        "    Project the following to the embedding space:\n",
        "        - first node embedding\n",
        "        - current node embedding\n",
        "    \"\"\"\n",
        "\n",
        "    def __init__(self, embed_dim,  linear_bias=True):\n",
        "        super(TSPContext, self).__init__()\n",
        "        self.W_placeholder = nn.Parameter(\n",
        "            torch.Tensor(2 * embed_dim).uniform_(-1, 1)\n",
        "        )\n",
        "        self.project_context = nn.Linear(\n",
        "            embed_dim*2, embed_dim, bias=linear_bias\n",
        "        )\n",
        "\n",
        "    def forward(self, embeddings, td):\n",
        "        batch_size = embeddings.size(0)\n",
        "        # By default, node_dim = -1 (we only have one node embedding per node)\n",
        "        node_dim = (\n",
        "            (-1,) if td[\"first_node\"].dim() == 1 else (td[\"first_node\"].size(-1), -1)\n",
        "        )\n",
        "        if td[\"i\"][(0,) * td[\"i\"].dim()].item() < 1:  # get first item fast\n",
        "            context_embedding = self.W_placeholder[None, :].expand(\n",
        "                batch_size, self.W_placeholder.size(-1)\n",
        "            )\n",
        "        else:\n",
        "            context_embedding = gather_by_index(\n",
        "                embeddings,\n",
        "                torch.stack([td[\"first_node\"], td[\"current_node\"]], -1).view(\n",
        "                    batch_size, -1\n",
        "                ),\n",
        "            ).view(batch_size, *node_dim)\n",
        "        return self.project_context(context_embedding)\n",
        ""
      ],
      "metadata": {
        "id": "lo-ftytTYUvd"
      },
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Dynamic Embedding\n",
        "Since the states do not change except for visited nodes, we do not need to modify the keys and values. Therefore, we set this to 0"
      ],
      "metadata": {
        "id": "5JvZp3D_YWJ7"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class StaticEmbedding(nn.Module):\n",
        "    def __init__(self, *args, **kwargs):\n",
        "        super(StaticEmbedding, self).__init__()\n",
        "\n",
        "    def forward(self, td):\n",
        "        return 0, 0, 0"
      ],
      "metadata": {
        "id": "WUxArkVVYX8u"
      },
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Training"
      ],
      "metadata": {
        "id": "obleNHAwYZZh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Instantiate our environment\n",
        "env = TSPEnv(generator_params=dict(num_loc=20))\n",
        "\n",
        "# Instantiate policy with the embeddings we created above\n",
        "emb_dim = 128\n",
        "policy = AttentionModelPolicy(env_name=env.name, # this is actually not needed since we are initializing the embeddings!\n",
        "                              embed_dim=emb_dim,\n",
        "                              init_embedding=TSPInitEmbedding(emb_dim),\n",
        "                              context_embedding=TSPContext(emb_dim),\n",
        "                              dynamic_embedding=StaticEmbedding(emb_dim)\n",
        ")\n",
        "\n",
        "\n",
        "# Model: default is AM with REINFORCE and greedy rollout baseline\n",
        "model = AttentionModel(env,\n",
        "                       policy=policy,\n",
        "                       baseline='rollout',\n",
        "                       train_data_size=100_000,\n",
        "                       val_data_size=10_000)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uxjXALlhYfW2",
        "outputId": "12fe9e78-559d-479f-9139-6d6ed152c5f9"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/lightning/pytorch/utilities/parsing.py:208: Attribute 'env' is an instance of `nn.Module` and is already saved during checkpointing. It is recommended to ignore them using `self.save_hyperparameters(ignore=['env'])`.\n",
            "/usr/local/lib/python3.10/dist-packages/lightning/pytorch/utilities/parsing.py:208: Attribute 'policy' is an instance of `nn.Module` and is already saved during checkpointing. It is recommended to ignore them using `self.save_hyperparameters(ignore=['policy'])`.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Rollout untrained model"
      ],
      "metadata": {
        "id": "f8Y2aJbqYgmt"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Greedy rollouts over untrained model\n",
        "device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n",
        "td_init = env.reset(batch_size=[3]).to(device)\n",
        "policy = model.policy.to(device)\n",
        "out = policy(td_init.clone(), env, phase=\"test\", decode_type=\"greedy\", return_actions=True)\n",
        "actions_untrained = out['actions'].cpu().detach()\n",
        "rewards_untrained = out['reward'].cpu().detach()\n",
        "\n",
        "for i in range(3):\n",
        "    print(f\"Problem {i+1} | Cost: {-rewards_untrained[i]:.3f}\")\n",
        "    env.render(td_init[i], actions_untrained[i])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "Rs6qfxZ3YiY7",
        "outputId": "4807e3d6-17fa-4b63-8a7d-6c4bd56c9100"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Problem 1 | Cost: 9.402\n",
            "Problem 2 | Cost: 8.641\n",
            "Problem 3 | Cost: 10.510\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### wandb init\n"
      ],
      "metadata": {
        "id": "9FfbFgGEYs6e"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import wandb\n",
        "wandb.login(\n",
        "    key=\"376ca21bf22b46505dcf5cb8b44e1595fc05a23f\",\n",
        "    relogin=True,\n",
        "    force=True\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IHKT5r4cYxXF",
        "outputId": "dfbb5e06-0de8-457e-e366-6721e1ccfa7a"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\u001b[34m\u001b[1mwandb\u001b[0m: \u001b[33mWARNING\u001b[0m Calling wandb.login() after wandb.init() has no effect.\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "wandb.init(\n",
        "    project=\"rl4co\"\n",
        ")"
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      "execution_count": 23,
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        {
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              "<IPython.core.display.HTML object>"
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            "text/html": [
              "Finishing last run (ID:2j2i6vr5) before initializing another..."
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              "<IPython.core.display.HTML object>"
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              " View run <strong style=\"color:#cdcd00\">stellar-butterfly-2</strong> at: <a href='https://wandb.ai/OptiMap/rl4co/runs/2j2i6vr5' target=\"_blank\">https://wandb.ai/OptiMap/rl4co/runs/2j2i6vr5</a><br/> View project at: <a href='https://wandb.ai/OptiMap/rl4co' target=\"_blank\">https://wandb.ai/OptiMap/rl4co</a><br/>Synced 5 W&B file(s), 0 media file(s), 0 artifact file(s) and 0 other file(s)"
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          },
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        {
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              "<IPython.core.display.HTML object>"
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            "text/html": [
              "Find logs at: <code>./wandb/run-20240918_135143-2j2i6vr5/logs</code>"
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          },
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        {
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              "<IPython.core.display.HTML object>"
            ],
            "text/html": [
              "Successfully finished last run (ID:2j2i6vr5). Initializing new run:<br/>"
            ]
          },
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        {
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              "<IPython.core.display.HTML object>"
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              "Tracking run with wandb version 0.18.1"
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              "<IPython.core.display.HTML object>"
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              "Run data is saved locally in <code>/content/wandb/run-20240918_135219-tgol3wf4</code>"
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              "<IPython.core.display.HTML object>"
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              "Syncing run <strong><a href='https://wandb.ai/OptiMap/rl4co/runs/tgol3wf4' target=\"_blank\">fine-wood-2</a></strong> to <a href='https://wandb.ai/OptiMap/rl4co' target=\"_blank\">Weights & Biases</a> (<a href='https://wandb.me/run' target=\"_blank\">docs</a>)<br/>"
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              "<IPython.core.display.HTML object>"
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            "text/html": [
              " View project at <a href='https://wandb.ai/OptiMap/rl4co' target=\"_blank\">https://wandb.ai/OptiMap/rl4co</a>"
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              " View run at <a href='https://wandb.ai/OptiMap/rl4co/runs/tgol3wf4' target=\"_blank\">https://wandb.ai/OptiMap/rl4co/runs/tgol3wf4</a>"
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    {
      "cell_type": "markdown",
      "source": [
        "### Training loop"
      ],
      "metadata": {
        "id": "L63y1vSQYjVB"
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    {
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      "source": [
        "# We use our own wrapper around Lightning's `Trainer` to make it easier to use\n",
        "trainer = RL4COTrainer(max_epochs=3, devices=1)\n",
        "trainer.fit(model)"
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      },
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO: Using 16bit Automatic Mixed Precision (AMP)\n",
            "INFO:lightning.pytorch.utilities.rank_zero:Using 16bit Automatic Mixed Precision (AMP)\n",
            "INFO: GPU available: True (cuda), used: True\n",
            "INFO:lightning.pytorch.utilities.rank_zero:GPU available: True (cuda), used: True\n",
            "INFO: TPU available: False, using: 0 TPU cores\n",
            "INFO:lightning.pytorch.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n",
            "INFO: HPU available: False, using: 0 HPUs\n",
            "INFO:lightning.pytorch.utilities.rank_zero:HPU available: False, using: 0 HPUs\n",
            "WARNING:rl4co.envs.common.base:val_file not set. Generating dataset instead\n",
            "WARNING:rl4co.envs.common.base:test_file not set. Generating dataset instead\n",
            "INFO: LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n",
            "INFO:lightning.pytorch.accelerators.cuda:LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n",
            "INFO: \n",
            "  | Name     | Type                 | Params | Mode \n",
            "----------------------------------------------------------\n",
            "0 | env      | TSPEnv               | 0      | train\n",
            "1 | policy   | AttentionModelPolicy | 710 K  | train\n",
            "2 | baseline | WarmupBaseline       | 710 K  | train\n",
            "----------------------------------------------------------\n",
            "1.4 M     Trainable params\n",
            "0         Non-trainable params\n",
            "1.4 M     Total params\n",
            "5.682     Total estimated model params size (MB)\n",
            "72        Modules in train mode\n",
            "68        Modules in eval mode\n",
            "INFO:lightning.pytorch.callbacks.model_summary:\n",
            "  | Name     | Type                 | Params | Mode \n",
            "----------------------------------------------------------\n",
            "0 | env      | TSPEnv               | 0      | train\n",
            "1 | policy   | AttentionModelPolicy | 710 K  | train\n",
            "2 | baseline | WarmupBaseline       | 710 K  | train\n",
            "----------------------------------------------------------\n",
            "1.4 M     Trainable params\n",
            "0         Non-trainable params\n",
            "1.4 M     Total params\n",
            "5.682     Total estimated model params size (MB)\n",
            "72        Modules in train mode\n",
            "68        Modules in eval mode\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Sanity Checking: |          | 0/? [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "c92a20e538a94d9f9a5491f785ac07b1"
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          "metadata": {}
        },
        {
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          "data": {
            "text/plain": [
              "Training: |          | 0/? [00:00<?, ?it/s]"
            ],
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              "version_major": 2,
              "version_minor": 0,
              "model_id": "ad902e0fd06d4543a329c0f71f368b62"
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          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
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              "version_major": 2,
              "version_minor": 0,
              "model_id": "8ff7e907848c4bebb0dabef0b6fc3e6c"
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        },
        {
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          "data": {
            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
            ],
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              "version_major": 2,
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              "model_id": "447033655f074cfcbfe5c45b20831e10"
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        },
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            "text/plain": [
              "Validation: |          | 0/? [00:00<?, ?it/s]"
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              "model_id": "a750243a33bd40c09ecc7e726922d57a"
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          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO: `Trainer.fit` stopped: `max_epochs=3` reached.\n",
            "INFO:lightning.pytorch.utilities.rank_zero:`Trainer.fit` stopped: `max_epochs=3` reached.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Evaluation"
      ],
      "metadata": {
        "id": "LnzvuHwNZ-11"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Greedy rollouts over trained policy (same states as previous plot)\n",
        "policy = model.policy.to(device)\n",
        "out = policy(td_init.clone(), env, phase=\"test\", decode_type=\"greedy\", return_actions=True)\n",
        "actions_trained = out['actions'].cpu().detach()\n",
        "\n",
        "# Plotting\n",
        "import matplotlib.pyplot as plt\n",
        "for i, td in enumerate(td_init):\n",
        "    fig, axs = plt.subplots(1,2, figsize=(11,5))\n",
        "    env.render(td, actions_untrained[i], ax=axs[0])\n",
        "    env.render(td, actions_trained[i], ax=axs[1])\n",
        "    axs[0].set_title(f\"Untrained | Cost = {-rewards_untrained[i].item():.3f}\")\n",
        "    axs[1].set_title(r\"Trained $\\pi_\\theta$\" + f\"| Cost = {-out['reward'][i].item():.3f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "rLf5dcizaDlh",
        "outputId": "0b48381e-b292-411a-8614-1a3b4c50268b"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1100x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1100x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1100x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "etzyxkIUaErj"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}