wave_example.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[INFO] Setting the seed to 2024\n",
      "[INFO] Loaded data from training_scripts/wave/config.yaml\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "import numpy as np\n",
    "import os \n",
    "import inspect\n",
    "import sys\n",
    "import time\n",
    "currentdir = os.path.dirname(os.path.abspath(inspect.getfile(inspect.currentframe())))\n",
    "parentdir = os.path.dirname(currentdir)\n",
    "parentdir = os.path.dirname(parentdir)\n",
    "sys.path.insert(0, parentdir) \n",
    "\n",
    "from utils import set_seed, query_environment_info, read_config_from_yaml\n",
    "from model import  Quad_Value_Net, Policy,WaveFunction_Koopman_dynamics\n",
    "from solver import create_solver\n",
    "from roll_out import roll_out\n",
    "from dataset import RLDataset\n",
    "import controlgym as gym\n",
    "from controlgym.helpers.plotting import _plot_coupled_pde\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "torch.backends.cudnn.benchmark = True\n",
    "torch.backends.cudnn.deterministic = True\n",
    "set_seed(2024)\n",
    "device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n",
    "config = read_config_from_yaml(\"training_scripts/wave/config.yaml\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[INFO] Creating the environment: <WaveEnv instance>\n",
      "Name: wave\n",
      "Action Space: Box(-1.0, 1.0, (10,), float64)\n",
      "Observation Space: Box(-10.0, 10.0, (50,), float64)\n",
      "Reward Range: (-1000000000000000.0, 1000000000000000.0)\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# Create environment\n",
    "env_name = config[\"env_name\"]\n",
    "process_noise_cov = config[\"process_noise_cov\"]\n",
    "sensor_noise_cov = config[\"sensor_noise_cov\"]\n",
    "n_state = config[\"n_state\"]\n",
    "n_obs = config[\"n_observation\"]\n",
    "n_action = config[\"n_action\"]\n",
    "observation_limit = config[\"observation_limit\"]\n",
    "action_limit = config[\"action_limit\"]\n",
    "R_weight = config[\"R_weight\"]\n",
    "Q_weight = config[\"Q_weight\"]\n",
    "env = gym.make(env_name, process_noise_cov=process_noise_cov, \n",
    "                         sensor_noise_cov=sensor_noise_cov,\n",
    "                         n_state=n_state, n_observation=n_obs, n_action=n_action,\n",
    "                         action_limit=action_limit, \n",
    "                         observation_limit=observation_limit,\n",
    "                         R_weight=R_weight, \n",
    "                         Q_weight=Q_weight)\n",
    "env.n_steps = config[\"eval_T\"]\n",
    "env_info = query_environment_info(env, env_name)\n",
    "state_dim = env.observation_space.shape[0] \n",
    "act_dim = env.action_space.shape[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "WaveFunction_Koopman_dynamics(\n",
       "  (koopman): KoopmanOp()\n",
       "  (encoder): WaveFunctionEncoder(\n",
       "    (position_enocder): Sequential(\n",
       "      (0): Linear(in_features=25, out_features=64, bias=True)\n",
       "      (1): Tanh()\n",
       "      (2): Linear(in_features=64, out_features=32, bias=True)\n",
       "      (3): Tanh()\n",
       "      (4): Linear(in_features=32, out_features=32, bias=True)\n",
       "      (5): Tanh()\n",
       "    )\n",
       "    (velocity_encoder): Sequential(\n",
       "      (0): Linear(in_features=25, out_features=64, bias=True)\n",
       "      (1): Tanh()\n",
       "      (2): Linear(in_features=64, out_features=32, bias=True)\n",
       "      (3): Tanh()\n",
       "      (4): Linear(in_features=32, out_features=32, bias=True)\n",
       "      (5): Tanh()\n",
       "    )\n",
       "    (joint_encoder): Linear(in_features=64, out_features=64, bias=True)\n",
       "  )\n",
       "  (decoder): WaveFunctionDecoder(\n",
       "    (joint_decoder): Linear(in_features=64, out_features=64, bias=True)\n",
       "    (position_decoder): Sequential(\n",
       "      (0): Tanh()\n",
       "      (1): Linear(in_features=32, out_features=32, bias=True)\n",
       "      (2): Tanh()\n",
       "      (3): Linear(in_features=32, out_features=64, bias=True)\n",
       "      (4): Tanh()\n",
       "      (5): Linear(in_features=64, out_features=25, bias=True)\n",
       "    )\n",
       "    (velocity_decoder): Sequential(\n",
       "      (0): Tanh()\n",
       "      (1): Linear(in_features=32, out_features=32, bias=True)\n",
       "      (2): Tanh()\n",
       "      (3): Linear(in_features=32, out_features=64, bias=True)\n",
       "      (4): Tanh()\n",
       "      (5): Linear(in_features=64, out_features=25, bias=True)\n",
       "    )\n",
       "  )\n",
       ")"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Construct and Load Model\n",
    "save_path = \"trained_weights\"\n",
    "num_steps = config[\"num_steps\"]\n",
    "hidden_dim = config[\"hidden_dim\"]\n",
    "\n",
    "pos_dim = int(state_dim/2)\n",
    "velocity_dim = int(state_dim/2)\n",
    "\n",
    "Kdys_model = WaveFunction_Koopman_dynamics(pos_dim=pos_dim, velocity_dim=velocity_dim,hidden_dim=hidden_dim, act_dim=act_dim, num_steps=num_steps).to(device)\n",
    "Kdys_model.load_state_dict(torch.load(save_path + '/KoopmanDynamics.pt', map_location=torch.device('cpu')))\n",
    "Kz = torch.load(save_path + '/Kz.pt', map_location=torch.device('cpu'))\n",
    "Jz_B = torch.load(save_path + '/Jz_B.pt', map_location=torch.device('cpu'))\n",
    "Kdys_model.koopman.Kz = Kz.to(device)\n",
    "Kdys_model.koopman.Jz_B = Jz_B.to(device)\n",
    "Kdys_model.to(device)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  0%|          | 0/10 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 10/10 [00:00<00:00, 212.59it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(8, 50)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "## Evaluate the predicition of the Koopman Dynamics\n",
    "roll_out_sampler = roll_out(env, env_info)\n",
    "num_trajactories=10\n",
    "max_time_step=20\n",
    "for i in range(1):\n",
    "    test_buffer = roll_out_sampler.roll_out_sampler_with_env(num_trajactories=num_trajactories,\n",
    "                                                             max_time_step=max_time_step, random_action=True)\n",
    "    test_dataset = RLDataset(num_steps, state_dim, act_dim, \n",
    "                             state_hidden_dim=hidden_dim, \n",
    "                             act_hidden_dim=8, \n",
    "                             sample_traj_length=max_time_step, \n",
    "                             capacity=num_trajactories*(max_time_step-num_steps-1))\n",
    "    test_dataset.obtain_data_from_obs_buffer(test_buffer)\n",
    "\n",
    "j = np.random.randint(0, num_trajactories)\n",
    "initial_states, actions, following_states, rewards, dones = test_dataset.__getitem__(j)\n",
    "\n",
    "pred_next_states = []\n",
    "for i in range(num_steps):\n",
    "    state = initial_states[i].to(device).unsqueeze(0)\n",
    "    action = actions[i].to(device).unsqueeze(0)\n",
    "    \n",
    "    next_state = Kdys_model(state, action).squeeze(0).detach().cpu().numpy()\n",
    "    pred_next_states.append(next_state)\n",
    "\n",
    "pred_next_states = np.array(pred_next_states)\n",
    "print(pred_next_states.shape)\n",
    "n_half_state_dim = state_dim \n",
    "fig, axes = plt.subplots(1, 3, figsize=(15,5))\n",
    "axes[0].plot(following_states[1, :n_half_state_dim], c=\"b\", label='following state')\n",
    "axes[0].plot(pred_next_states[1, :n_half_state_dim], c=\"g\", label='predicted state')\n",
    "axes[0].set_title(\"Time step 1\")\n",
    "axes[0].legend()\n",
    "axes[1].plot(following_states[2, :n_half_state_dim], c=\"b\", label='following state')\n",
    "axes[1].plot(pred_next_states[2, :n_half_state_dim], c=\"g\", label='predicted state')\n",
    "axes[0].set_title(\"Time step 2\")\n",
    "axes[1].legend()\n",
    "axes[2].plot(following_states[3, :n_half_state_dim], c=\"b\", label='following state')\n",
    "axes[2].plot(pred_next_states[3, :n_half_state_dim], c=\"g\", label='predicted state')\n",
    "axes[0].set_title(\"Time step 3\")\n",
    "axes[2].legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[INFO] Cretateing the Solver for wave\n"
     ]
    }
   ],
   "source": [
    "value_net = Quad_Value_Net(hidden_dim).to(device)\n",
    "value_net.load_state_dict(torch.load(save_path + '/Quad_Value_Net.pt', map_location=torch.device('cpu')))\n",
    "\n",
    "\n",
    "solver = create_solver(env_info)()\n",
    "policy = Policy(solver)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 0  Reward: -217.33537664872915 Time: 0.6219000816345215\n",
      "Test Episode: 1  Reward: -166.93655646404045 Time: 0.6005020141601562\n",
      "Test Episode: 2  Reward: -182.74341088960801 Time: 0.5951690673828125\n",
      "Test Episode: 3  Reward: -169.70893547216963 Time: 0.6050980091094971\n",
      "Test Episode: 4  Reward: -155.24662059586439 Time: 0.5841238498687744\n",
      "Test Episode: 5  Reward: -140.9402485051419 Time: 0.565140962600708\n",
      "Test Episode: 6  Reward: -128.12669980274615 Time: 0.5677790641784668\n",
      "Test Episode: 7  Reward: -165.87755403614628 Time: 0.558121919631958\n",
      "Test Episode: 8  Reward: -147.29919830829306 Time: 0.5974838733673096\n",
      "Test Episode: 9  Reward: -183.12170275813327 Time: 0.609004020690918\n",
      "Test Episode: 10  Reward: -159.01923751962585 Time: 0.5932748317718506\n",
      "Test Episode: 11  Reward: -197.74130754280338 Time: 0.5702059268951416\n",
      "Test Episode: 12  Reward: -203.6520551745807 Time: 0.591728925704956\n",
      "Test Episode: 13  Reward: -234.7975435698405 Time: 0.6049108505249023\n",
      "Test Episode: 14  Reward: -218.43076246378064 Time: 0.598222017288208\n",
      "Test Episode: 15  Reward: -164.90712396175522 Time: 0.5681788921356201\n",
      "Test Episode: 16  Reward: -127.39298462745315 Time: 0.5980648994445801\n",
      "Test Episode: 17  Reward: -179.50384207212312 Time: 0.5809421539306641\n",
      "Test Episode: 18  Reward: -140.62046895586343 Time: 0.5740337371826172\n",
      "Test Episode: 19  Reward: -170.2841780601731 Time: 0.5956170558929443\n",
      "Test Episode: 20  Reward: -167.54063814882423 Time: 0.5985779762268066\n",
      "Test Episode: 21  Reward: -152.4277205136038 Time: 0.5679440498352051\n",
      "Test Episode: 22  Reward: -158.92257070142466 Time: 0.6280970573425293\n",
      "Test Episode: 23  Reward: -162.3006845555685 Time: 0.6001768112182617\n",
      "Test Episode: 24  Reward: -143.99922692302914 Time: 0.5989627838134766\n",
      "Test Episode: 25  Reward: -148.79306707757002 Time: 0.6113269329071045\n",
      "Test Episode: 26  Reward: -190.915744374148 Time: 0.6587719917297363\n",
      "Test Episode: 27  Reward: -159.48511260891055 Time: 0.6330990791320801\n",
      "Test Episode: 28  Reward: -153.15128482631798 Time: 0.5878119468688965\n",
      "Test Episode: 29  Reward: -165.85543878791475 Time: 0.6001851558685303\n",
      "Test Episode: 30  Reward: -192.30896237524777 Time: 0.592322826385498\n",
      "Test Episode: 31  Reward: -137.35593553670452 Time: 0.5941400527954102\n",
      "Test Episode: 32  Reward: -133.2463433763566 Time: 0.6061341762542725\n",
      "Test Episode: 33  Reward: -200.92315645992983 Time: 0.5862281322479248\n",
      "Test Episode: 34  Reward: -165.95423058625545 Time: 0.6422739028930664\n",
      "Test Episode: 35  Reward: -150.9136644151103 Time: 0.6261489391326904\n",
      "Test Episode: 36  Reward: -183.18725581349958 Time: 0.6575419902801514\n",
      "Test Episode: 37  Reward: -162.44101902214987 Time: 0.5972437858581543\n",
      "Test Episode: 38  Reward: -176.90853640498776 Time: 0.6432309150695801\n",
      "Test Episode: 39  Reward: -169.66436003149673 Time: 0.6081399917602539\n",
      "Test Episode: 40  Reward: -167.74107598323047 Time: 0.6137001514434814\n",
      "Test Episode: 41  Reward: -142.47793888802755 Time: 0.5874788761138916\n",
      "Test Episode: 42  Reward: -219.1615101113589 Time: 0.5870351791381836\n",
      "Test Episode: 43  Reward: -141.67837706201504 Time: 0.5794579982757568\n",
      "Test Episode: 44  Reward: -211.82592563419394 Time: 0.5823616981506348\n",
      "Test Episode: 45  Reward: -144.06502974805088 Time: 0.5904631614685059\n",
      "Test Episode: 46  Reward: -184.34869721891278 Time: 0.5974199771881104\n",
      "Test Episode: 47  Reward: -119.11096245415683 Time: 0.5863747596740723\n",
      "Test Episode: 48  Reward: -167.7735094696071 Time: 0.5662200450897217\n",
      "Test Episode: 49  Reward: -152.85994826868975 Time: 0.5881178379058838\n",
      "Test Episode: 50  Reward: -178.91698060439245 Time: 0.6505749225616455\n",
      "Test Episode: 51  Reward: -163.74309721532174 Time: 0.586785078048706\n",
      "Test Episode: 52  Reward: -150.19520053141366 Time: 0.5943377017974854\n",
      "Test Episode: 53  Reward: -162.95445081635157 Time: 0.587968111038208\n",
      "Test Episode: 54  Reward: -159.19139830881699 Time: 0.5788872241973877\n",
      "Test Episode: 55  Reward: -153.0696405068701 Time: 0.5953269004821777\n",
      "Test Episode: 56  Reward: -217.70699279953448 Time: 0.5706138610839844\n",
      "Test Episode: 57  Reward: -166.2832061262827 Time: 0.5780470371246338\n",
      "Test Episode: 58  Reward: -124.70723411055883 Time: 0.5939939022064209\n",
      "Test Episode: 59  Reward: -161.65927541398867 Time: 0.5935931205749512\n",
      "Test Episode: 60  Reward: -178.37116452614688 Time: 0.5707001686096191\n",
      "Test Episode: 61  Reward: -163.75463195348112 Time: 0.5740551948547363\n",
      "Test Episode: 62  Reward: -200.31798053081872 Time: 0.5921030044555664\n",
      "Test Episode: 63  Reward: -149.3324935303409 Time: 0.5824010372161865\n",
      "Test Episode: 64  Reward: -162.36431609969844 Time: 0.5969729423522949\n",
      "Test Episode: 65  Reward: -166.60441412676073 Time: 0.5829019546508789\n",
      "Test Episode: 66  Reward: -156.31482937223703 Time: 0.578761100769043\n",
      "Test Episode: 67  Reward: -223.43835407844898 Time: 0.5614588260650635\n",
      "Test Episode: 68  Reward: -170.57581364460216 Time: 0.5410208702087402\n",
      "Test Episode: 69  Reward: -132.50446133874487 Time: 0.5474100112915039\n",
      "Test Episode: 70  Reward: -154.02169374228487 Time: 0.5773608684539795\n",
      "Test Episode: 71  Reward: -194.23698781327107 Time: 0.5565259456634521\n",
      "Test Episode: 72  Reward: -131.64199987127256 Time: 0.5373930931091309\n",
      "Test Episode: 73  Reward: -196.72425806356964 Time: 0.5451478958129883\n",
      "Test Episode: 74  Reward: -128.51928946760398 Time: 0.5519809722900391\n",
      "Test Episode: 75  Reward: -180.19110473923092 Time: 0.54315185546875\n",
      "Test Episode: 76  Reward: -150.1091658101098 Time: 0.5347790718078613\n",
      "Test Episode: 77  Reward: -200.19184415350833 Time: 0.5437302589416504\n",
      "Test Episode: 78  Reward: -153.07951082502268 Time: 0.5440328121185303\n",
      "Test Episode: 79  Reward: -178.7986259837985 Time: 0.5516691207885742\n",
      "Test Episode: 80  Reward: -178.5915747005978 Time: 0.5435371398925781\n",
      "Test Episode: 81  Reward: -144.03053270213235 Time: 0.5186131000518799\n",
      "Test Episode: 82  Reward: -195.6780928345622 Time: 0.54547119140625\n",
      "Test Episode: 83  Reward: -210.8578813108087 Time: 0.5553719997406006\n",
      "Test Episode: 84  Reward: -160.153527375535 Time: 0.5321297645568848\n",
      "Test Episode: 85  Reward: -155.56167020847022 Time: 0.5297086238861084\n",
      "Test Episode: 86  Reward: -139.07021156316404 Time: 0.5346951484680176\n",
      "Test Episode: 87  Reward: -169.53916580776965 Time: 0.606511116027832\n",
      "Test Episode: 88  Reward: -130.0058623630455 Time: 0.5429868698120117\n",
      "Test Episode: 89  Reward: -193.86594356035496 Time: 0.5474328994750977\n",
      "Test Episode: 90  Reward: -184.91908181260192 Time: 0.524151086807251\n",
      "Test Episode: 91  Reward: -171.7160864815258 Time: 0.5470371246337891\n",
      "Test Episode: 92  Reward: -159.7020912813834 Time: 0.5478649139404297\n",
      "Test Episode: 93  Reward: -133.14430586803746 Time: 0.5374889373779297\n",
      "Test Episode: 94  Reward: -121.77143056820447 Time: 0.5407171249389648\n",
      "Test Episode: 95  Reward: -192.29546081421898 Time: 0.5374691486358643\n",
      "Test Episode: 96  Reward: -157.02774619561654 Time: 0.5623419284820557\n",
      "Test Episode: 97  Reward: -203.1439497625504 Time: 0.5496828556060791\n",
      "Test Episode: 98  Reward: -132.6266424737107 Time: 0.5688819885253906\n",
      "Test Episode: 99  Reward: -192.3548350702277 Time: 0.5530099868774414\n"
     ]
    }
   ],
   "source": [
    "# Start Evaluation\n",
    "eval_T = config[\"eval_T\"]\n",
    "eval_episodes = config[\"eval_episodes\"]\n",
    "eval_rewards = [[] for i in range(eval_episodes)]\n",
    "eval_time = np.zeros(eval_episodes//10)\n",
    "eval_traj = np.zeros((eval_episodes, eval_T+1, state_dim))\n",
    "eval_traj_obs = np.zeros((eval_episodes, eval_T+1, state_dim))\n",
    "eval_actions = np.zeros((eval_episodes, eval_T+1, act_dim))\n",
    "\n",
    "\n",
    "for n in range(eval_episodes):\n",
    "    \n",
    "    test_init_state = env.state[:25] + np.random.normal(0, 0.01, 25)\n",
    "    test_init_state = np.concatenate((test_init_state, np.zeros(25))) \n",
    "\n",
    "    env_test = gym.make(env_name, process_noise_cov=process_noise_cov, \n",
    "                        sensor_noise_cov=sensor_noise_cov,\n",
    "                        n_state=n_state, n_observation=n_obs, n_action=n_action,\n",
    "                        action_limit=action_limit, \n",
    "                        observation_limit=observation_limit,\n",
    "                        Q_weight=Q_weight,\n",
    "                        R_weight=R_weight)\n",
    "    env_test.n_steps = config[\"eval_T\"]\n",
    "    start_time = time.time()\n",
    "    t = 0\n",
    "    state = env_test.reset()[0]\n",
    "    eval_traj_obs[n, t, :] = state\n",
    "    eval_traj[n, t, :] = env_test.state\n",
    "    while t < eval_T:\n",
    "        t += 1\n",
    "\n",
    "        state = torch.tensor(state, dtype=torch.float32).to(device).unsqueeze(0)\n",
    "        action = policy.select_actions(Kdys_model, value_net, state, if_batch=False).detach().cpu().numpy()\n",
    "\n",
    "        eval_traj_obs[n, t, :] = state.detach().cpu().numpy()\n",
    "        eval_actions[n, t, :] = action\n",
    "        next_state, reward, done, _, _ = env_test.step(action)\n",
    "        eval_rewards[n].append(reward)\n",
    "        state = next_state\n",
    "        \n",
    "        eval_traj[n, t, :] = env_test.state\n",
    "        \n",
    "        if done:\n",
    "            break\n",
    "    end_time = time.time()\n",
    "    if n%10 == 0:\n",
    "        eval_time[n//10] = end_time-start_time \n",
    "    else: \n",
    "        eval_time[n//10] += end_time-start_time\n",
    "    print(\"Test Episode:\", n, \" Reward:\", np.sum(eval_rewards[n]), \"Time:\", end_time-start_time)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean Reward:  -167.16600243665164\n",
      "Std Reward:  25.504534255240483\n",
      "Mean Time:  5.7965278148651125\n",
      "Std Time:  0.24029058114557642\n"
     ]
    }
   ],
   "source": [
    "env_test.state_traj = eval_traj[0].T\n",
    "\n",
    "eval_rewards = np.array(eval_rewards)\n",
    "print(\"Mean Reward: \", np.mean(np.sum(eval_rewards, axis=1)))\n",
    "print(\"Std Reward: \", np.std(np.sum(eval_rewards, axis=1)))\n",
    "print(\"Mean Time: \", np.mean(eval_time))\n",
    "print(\"Std Time: \", np.std(eval_time))\n",
    "\n",
    "save_eval_path = \"eval_results\"\n",
    "if not os.path.exists(save_eval_path):\n",
    "    os.makedirs(save_eval_path)\n",
    "save_eval_path = save_eval_path + \"/\" + \"{}\".format(env_name)\n",
    "if not os.path.exists(save_eval_path):\n",
    "    os.makedirs(save_eval_path)\n",
    "    \n",
    "np.save(save_eval_path + \"/\" + \"eval_traj.npy\", eval_traj)\n",
    "np.save(save_eval_path + \"/\" + \"eval_actions.npy\", eval_actions)\n",
    "np.save(save_eval_path + \"/\" + \"eval_rewards.npy\", eval_rewards)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "_plot_coupled_pde(env_test, save_eval_path, display=True, surface3d=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Using MPC"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Koopman_QP import Koopman_MPC_QP"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 67.08it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 0  Reward: -543.9289932099756 Time: 2.9691169261932373\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.31it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 1  Reward: -376.1311138704152 Time: 2.914357900619507\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.90it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 2  Reward: -518.8171779421316 Time: 2.8896358013153076\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.38it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 3  Reward: -538.8034889954846 Time: 2.9113879203796387\n"
     ]
    },
    {
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      "Test Episode: 4  Reward: -517.4271853169934 Time: 3.1417500972747803\n"
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    },
    {
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      "Test Episode: 5  Reward: -441.9476779394531 Time: 3.0100836753845215\n"
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    },
    {
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      "Test Episode: 6  Reward: -447.3500486886142 Time: 2.9191198348999023\n"
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    },
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      "Test Episode: 7  Reward: -407.59811034878084 Time: 2.9820542335510254\n"
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    },
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      "Test Episode: 8  Reward: -403.7002579286389 Time: 2.957149028778076\n"
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    },
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      "Test Episode: 9  Reward: -458.03412738353995 Time: 3.025067090988159\n"
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    },
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      "Test Episode: 10  Reward: -372.93327666444895 Time: 2.9958839416503906\n"
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    },
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      "Test Episode: 11  Reward: -404.1189240764516 Time: 2.9595861434936523\n"
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    },
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    },
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    },
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    },
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    },
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    },
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    },
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    },
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    },
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    },
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    },
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    },
    {
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    },
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    },
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    },
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 56  Reward: -390.95466360481157 Time: 3.0636138916015625\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.06it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 57  Reward: -516.49192002614 Time: 2.9251599311828613\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 67.43it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 58  Reward: -536.0020905052504 Time: 2.9523749351501465\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 69.12it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 59  Reward: -497.84198594717657 Time: 2.8804562091827393\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 67.27it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 60  Reward: -511.1230411204095 Time: 2.9592089653015137\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.65it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 61  Reward: -426.3074647417324 Time: 2.900024890899658\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 67.19it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 62  Reward: -391.3454536770357 Time: 2.963013172149658\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 66.36it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 63  Reward: -403.70140972196646 Time: 2.999730348587036\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 67.26it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 64  Reward: -476.31743120114874 Time: 2.9602391719818115\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:03<00:00, 66.29it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 65  Reward: -418.4250486412466 Time: 3.003383159637451\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 66.76it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 66  Reward: -517.8941799278018 Time: 2.98193097114563\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 66.74it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 67  Reward: -401.010960159842 Time: 2.9833719730377197\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 68  Reward: -461.3399826000064 Time: 2.92791485786438\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.25it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 69  Reward: -487.7061832899553 Time: 2.9170467853546143\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 70  Reward: -380.5601521474292 Time: 3.031109094619751\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 71  Reward: -419.93059836738837 Time: 2.9102210998535156\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 72  Reward: -536.2563043988074 Time: 2.9397428035736084\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 73  Reward: -572.9522151490836 Time: 2.9871859550476074\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 74  Reward: -452.9843169263673 Time: 2.954580068588257\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 75  Reward: -408.2988337509787 Time: 2.9923198223114014\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 68.01it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 76  Reward: -417.4201581620107 Time: 2.927567958831787\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 77  Reward: -383.5904775981843 Time: 2.920896053314209\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 78  Reward: -488.8720339869885 Time: 2.9288949966430664\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 79  Reward: -462.71615734558134 Time: 3.009347915649414\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 80  Reward: -490.6735385870767 Time: 3.000202178955078\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 81  Reward: -380.05393203718654 Time: 2.9808878898620605\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 82  Reward: -513.52996094682 Time: 3.0177810192108154\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 83  Reward: -495.76005173686144 Time: 2.9048659801483154\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 84  Reward: -480.17456845917167 Time: 2.968250036239624\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 85  Reward: -425.0719930519231 Time: 2.9988019466400146\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 86  Reward: -474.74712156110695 Time: 3.1187610626220703\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 87  Reward: -368.93727746382774 Time: 3.052550792694092\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 88  Reward: -384.30354991055054 Time: 3.053719997406006\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 89  Reward: -504.56195947758164 Time: 2.9292211532592773\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 90  Reward: -573.3724319154526 Time: 2.884685754776001\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 91  Reward: -469.0202305156613 Time: 2.9693241119384766\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 92  Reward: -463.7617967486761 Time: 3.0578360557556152\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 93  Reward: -469.9047091237459 Time: 2.937685012817383\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 94  Reward: -440.7867657107756 Time: 2.887850284576416\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 95  Reward: -512.0960599140478 Time: 2.8999269008636475\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 96  Reward: -413.1062586964566 Time: 2.8898868560791016\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 97  Reward: -387.3513839452387 Time: 2.8876841068267822\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 98  Reward: -440.8421332935461 Time: 3.0038158893585205\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Performing Koopman MPC: 100%|██████████| 199/199 [00:02<00:00, 66.89it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test Episode: 99  Reward: -365.2299086433569 Time: 2.9764649868011475\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "eval_rewards_qp = np.zeros(eval_episodes)\n",
    "eval_time_qp = np.zeros(eval_episodes//10)\n",
    "for i in range(eval_episodes):\n",
    "    env_test = gym.make(env_name, process_noise_cov=process_noise_cov, \n",
    "                    sensor_noise_cov=sensor_noise_cov,\n",
    "                    n_state=n_state, n_observation=n_obs, n_action=n_action,\n",
    "                    action_limit=action_limit, \n",
    "                    observation_limit=observation_limit,\n",
    "                    Q_weight=Q_weight,\n",
    "                    R_weight=R_weight)\n",
    "    env_test.n_steps = config[\"eval_T\"]\n",
    "    mpc_controllor = Koopman_MPC_QP(env, Kdys_model)\n",
    "    \n",
    "    start_time = time.time()\n",
    "    reward, state_traj, action_traj = mpc_controllor.perform_MPC(H=env.n_steps-1)\n",
    "    end_time = time.time()\n",
    "    \n",
    "    eval_rewards_qp[i] = np.sum(reward)\n",
    "    if n%10 == 0:\n",
    "        eval_time_qp[n//10] = end_time-start_time \n",
    "    else: \n",
    "        eval_time_qp[n//10] += end_time-start_time\n",
    "\n",
    "    print(\"Test Episode:\", i, \" Reward:\", eval_rewards_qp[i], \"Time:\", end_time-start_time)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean Reward Koopman MPC QP:  -452.9730857137048\n",
      "Std Reward Koopman MPC QP:  56.54856368331051\n",
      "Mean Time Koopman MPC QP:  29.683054757118224\n",
      "Std Time Koopman MPC QP:  89.04916427135468\n"
     ]
    }
   ],
   "source": [
    "print(\"Mean Reward Koopman MPC QP: \", np.mean(eval_rewards_qp))\n",
    "print(\"Std Reward Koopman MPC QP: \", np.std(eval_rewards_qp))\n",
    "print(\"Mean Time Koopman MPC QP: \", np.mean(eval_time_qp))\n",
    "print(\"Std Time Koopman MPC QP: \", np.std(eval_time_qp))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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    "name": "ipython",
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