From a997ed48e3b183a85dcd6e6b40eb6ebbd53c62f8 Mon Sep 17 00:00:00 2001 From: Zixu Zhang Date: Sun, 13 Apr 2025 21:59:22 -0400 Subject: [PATCH 01/16] inital commit for wosac eval --- examples/eval/extract_dataset.py | 157 +++++++ examples/eval/run_eval.py | 236 ++++++++++ examples/eval/wosac_eval.py | 156 +++++++ examples/eval/wosac_metrics/__init__.py | 0 .../eval/wosac_metrics/metric_features.py | 437 ++++++++++++++++++ examples/eval/wosac_metrics/metrics.py | 315 +++++++++++++ gpudrive/networks/late_fusion.py | 5 +- pyproject.toml | 2 +- 8 files changed, 1306 insertions(+), 2 deletions(-) create mode 100644 examples/eval/extract_dataset.py create mode 100644 examples/eval/run_eval.py create mode 100644 examples/eval/wosac_eval.py create mode 100644 examples/eval/wosac_metrics/__init__.py create mode 100644 examples/eval/wosac_metrics/metric_features.py create mode 100644 examples/eval/wosac_metrics/metrics.py diff --git a/examples/eval/extract_dataset.py b/examples/eval/extract_dataset.py new file mode 100644 index 000000000..bd31cb192 --- /dev/null +++ b/examples/eval/extract_dataset.py @@ -0,0 +1,157 @@ +import os +os.environ['TF_CPP_MIN_LOG_LEVEL'] = '3' +# disable GPU +os.environ["CUDA_VISIBLE_DEVICES"] = "-1" + +import tensorflow as tf +# set tf to cpu only +tf.config.set_visible_devices([], 'GPU') + +import glob +import argparse +import pickle +from tqdm import tqdm +from tqdm.contrib.concurrent import process_map # or thread_map + +from waymax import dataloader +from waymax.config import DataFormat +import functools + +MAX_NUM_OBJECTS = 64 +MAX_POLYLINES = 256 +MAX_TRAFFIC_LIGHTS = 16 +CURRENT_INDEX = 10 +NUM_POINTS_POLYLINE = 30 + +def tf_preprocess(serialized: bytes) -> dict[str, tf.Tensor]: + """ + Preprocesses the serialized data. + + Args: + serialized (bytes): The serialized data. + + Returns: + dict[str, tf.Tensor]: The preprocessed data. + """ + womd_features = dataloader.womd_utils.get_features_description( + include_sdc_paths=False, + max_num_rg_points=30000, + num_paths=None, + num_points_per_path=None, + ) + womd_features['scenario/id'] = tf.io.FixedLenFeature([1], tf.string) + + deserialized = tf.io.parse_example(serialized, womd_features) + parsed_id = deserialized.pop('scenario/id') + deserialized['scenario/id'] = tf.io.decode_raw(parsed_id, tf.uint8) + return dataloader.preprocess_womd_example( + deserialized, + aggregate_timesteps=True, + max_num_objects=None, + ) + +def tf_postprocess(example: dict[str, tf.Tensor]): + """ + Postprocesses the example. + + Args: + example (dict[str, tf.Tensor]): The example to be postprocessed. + + Returns: + tuple: A tuple containing the scenario ID and the postprocessed scenario. + """ + scenario = dataloader.simulator_state_from_womd_dict(example) + scenario_id = example['scenario/id'] + return scenario_id, scenario + +def data_process( + data_dir: str, + save_dir: str, +): + """ + Process the Waymax dataset and save the processed data. + + Args: + data_dir (str): Directory path of the Waymax dataset. + save_dir (str): Directory path to save the processed data. + save_raw (bool, optional): Whether to save the raw scenario data. Defaults to False. + """ + # Waymax Dataset + tf_dataset = dataloader.tf_examples_dataset( + path=data_dir, + data_format=DataFormat.TFRECORD, + preprocess_fn=tf_preprocess, + repeat=1, + # num_shards=16, + deterministic=True, + ) + + tf_dataset_iter = tf_dataset.as_numpy_iterator() + + os.makedirs(save_dir, exist_ok=True) + + for example in tf_dataset_iter: + + scenario_id_binary, scenario = tf_postprocess(example) + scenario_id = scenario_id_binary.tobytes().decode('utf-8') + + scenario_filename = os.path.join(save_dir, 'scenario_'+scenario_id+'.pkl') + + # check if file exists + if os.path.exists(scenario_filename): + continue + + data_dict = {'scenario_raw': scenario} + data_dict['scenario_id'] = scenario_id + + + with open(scenario_filename, 'wb') as f: + pickle.dump(data_dict, f) + + +if __name__ == '__main__': + # add arguments + parser = argparse.ArgumentParser() + parser.add_argument('--data_dir', type=str, default='/data/Dataset/Waymo/V1_2_tf') + parser.add_argument('--save_dir', type=str, default='/data/Dataset/Waymo/VBD') + parser.add_argument('--dataset', type=str, default='all') + parser.add_argument('--num_workers', type=int, default=16) + args = parser.parse_args() + + os.makedirs(args.save_dir, exist_ok=True) + + print(f'Processing data from {args.data_dir} and Saving to {args.save_dir}') + + def process(dataset): + """ + Process a specific dataset and save the processed data. + + Args: + dataset (str): Name of the dataset to process. + save_raw (bool, optional): Whether to save the raw scenario data. Defaults to False. + """ + data_path = os.path.join(args.data_dir, dataset+'/*') + data_files = glob.glob(data_path) + save_dir = os.path.join(args.save_dir, dataset+'_extracted') + n_files = len(data_files) + print(f'Processing {n_files} files in {data_path} dataset') + os.makedirs(save_dir, exist_ok=True) + print(f'Saving to {save_dir}') + data_process_partial = functools.partial( + data_process, + save_dir=save_dir, + ) + _ = process_map(data_process_partial, data_files, max_workers=args.num_workers) + + + if args.dataset == 'all' or args.dataset == 'train': + process('training', save_raw=args.save_raw, only_raw=args.only_raw) + + if args.dataset == 'all' or args.dataset == 'val': + process('validation', save_raw=args.save_raw, only_raw=args.only_raw) + + if args.dataset == 'all' or args.dataset == 'val_interactive': + process('validation_interactive', save_raw=args.save_raw, only_raw=args.only_raw) + + + diff --git a/examples/eval/run_eval.py b/examples/eval/run_eval.py new file mode 100644 index 000000000..f8a9c8e45 --- /dev/null +++ b/examples/eval/run_eval.py @@ -0,0 +1,236 @@ +import torch +import dataclasses +import os +import mediapy +import numpy as np + +from gpudrive.networks.late_fusion import NeuralNet + +from gpudrive.env.config import EnvConfig +from gpudrive.env.env_torch import GPUDriveTorchEnv +from gpudrive.visualize.utils import img_from_fig +from gpudrive.env.dataset import SceneDataLoader +from gpudrive.utils.config import load_config + +from gpudrive.datatypes.observation import GlobalEgoState +import json +from waymo_open_dataset.protos import sim_agents_submission_pb2 +from eval.wosac_eval import WOSACMetrics + +from tqdm import tqdm + +# Settings +max_agents = 64 +num_envs = 10 +device = "cuda" +num_runs = 1 +init_steps = 10 +tf_record_base = '/Data/Dataset/Waymo_smart/validation_v2_tfrecord' + +def get_state(env): + ego_state = GlobalEgoState.from_tensor( + env.sim.absolute_self_observation_tensor(), + backend=env.backend, + ) + mean_xy = env.sim.world_means_tensor().to_torch()[:, :2] + mean_x = mean_xy[:, 0].unsqueeze(1) + mean_y = mean_xy[:, 1].unsqueeze(1) + return ego_state.pos_x+mean_x, ego_state.pos_y+mean_y, ego_state.pos_z, ego_state.rotation_angle, ego_state.id + + +def rollout(env, sim_agent): + frames = {f"env_{i}": [] for i in range(num_envs)} + + next_obs = env.reset() + + scenario_ids = list(env.get_scenario_ids().values()) + + pos_x_list = [] + pos_y_list = [] + pos_z_list = [] + heading_list = [] + done_list = [env.get_dones()] + + control_mask = env.cont_agent_mask + + pos_x, pos_y, pos_z, heading, _ = get_state(env) + + for time_step in range(env.episode_len-1-init_steps): + # print(f"\rStep: {time_step}", end="", flush=True) + + # Predict actions + action, _, _, _ = sim_agent( + next_obs[control_mask], deterministic=False + ) + + action_template = torch.zeros( + (num_envs, max_agents), dtype=torch.int64, device=device + ) + action_template[control_mask] = action.to(device) + + # Step + env.step_dynamics(action_template) + + + next_obs = env.get_obs() + done = env.get_dones() + + pos_x, pos_y, pos_z, heading, id = get_state(env) + + pos_x_list.append(pos_x) + pos_y_list.append(pos_y) + pos_z_list.append(pos_z) + heading_list.append(heading) + done_list.append(done) + _ = done_list.pop() + + # Generate Scenario + + pos_x_stack = torch.stack(pos_x_list, dim=-1).cpu().numpy() + pos_y_stack = torch.stack(pos_y_list, dim=-1).cpu().numpy() + pos_z_stack = torch.stack(pos_z_list, dim=-1).cpu().numpy() + heading_stack = torch.stack(heading_list, dim=-1).cpu().numpy() + done_stack = torch.stack(done_list, dim=-1).cpu().numpy() + id = id.cpu().numpy() + control_mask = control_mask.cpu().numpy() + + + scenario_rollouts = [] + scenario_rollout_masks = [] + for i, scenario_id in enumerate(scenario_ids): + # control_mask_i = id[i] != 0 + control_mask_i = control_mask[i] + scenario_rollout_masks.append( + done_stack[i, control_mask_i]==0 + ) + pos_x_i = pos_x_stack[i, control_mask_i] + pos_y_i = pos_y_stack[i, control_mask_i] + pos_z_i = pos_z_stack[i, control_mask_i] + heading_i = heading_stack[i, control_mask_i] + id_i = id[i, control_mask_i] + + simulated_trajectories = [] + for a, obj_i_a in enumerate(id_i): + simulated_trajectories.append( + sim_agents_submission_pb2.SimulatedTrajectory( + center_x=pos_x_i[a], + center_y=pos_y_i[a], + center_z=pos_z_i[a], + heading=heading_i[a], + object_id=int(obj_i_a), + ) + ) + joint_scene = sim_agents_submission_pb2.JointScene( + simulated_trajectories=simulated_trajectories + ) + + scenario_rollouts.append( + sim_agents_submission_pb2.ScenarioRollouts( + joint_scenes=[joint_scene], + scenario_id=scenario_id, + ) + ) + + return scenario_ids, scenario_rollouts, scenario_rollout_masks + + + +if __name__ == "__main__": + + # Configs model has been trained with + config = load_config( + # "eval/reliable_agents_params" + "gpudrive/examples/experimental/config/reliable_agents_params" + ) + + # Configs + env_config = dataclasses.replace( + EnvConfig(), + ego_state=config.ego_state, + road_map_obs=config.road_map_obs, + partner_obs=config.partner_obs, + reward_type=config.reward_type, + norm_obs=config.norm_obs, + dynamics_model=config.dynamics_model, + collision_behavior=config.collision_behavior, + dist_to_goal_threshold=config.dist_to_goal_threshold, + polyline_reduction_threshold=config.polyline_reduction_threshold, + lidar_obs=config.lidar_obs, + disable_classic_obs=config.lidar_obs, + obs_radius=config.obs_radius, + steer_actions=torch.round( + torch.linspace( + -torch.pi, torch.pi, config.action_space_steer_disc + ), + decimals=3, + ), + accel_actions=torch.round( + torch.linspace(-4.0, 4.0, config.action_space_accel_disc), + decimals=3, + ), + remove_non_vehicles=config.remove_non_vehicles, + # remove_non_vehicles = False, + init_mode = 'womd_tracks_to_predict', + init_steps = init_steps, + goal_behavior='stop', + add_goal_state = False, + ) + + + + os.makedirs("videos", exist_ok=True) + + # Create data loader + val_loader = SceneDataLoader( + root="gpudrive/data/processed/validation", + batch_size=num_envs, + dataset_size=100, + sample_with_replacement=False, + ) + + # Load sim agent trained through naive self-play + sim_agent = NeuralNet.from_pretrained( + "daphne-cornelisse/policy_S10_000_02_27", + max_controlled_agents = max_agents, + config = None, + ).to(device) + + env = GPUDriveTorchEnv( + config=env_config, + data_loader=val_loader, + max_cont_agents=max_agents, + device='cuda', + ) + wosac_metrics = WOSACMetrics() + + + for _ in tqdm(range(num_runs)): + for _ in range(10): + try: + scenario_ids, scenario_rollouts, scenario_rollout_masks \ + = rollout( + env=env, + sim_agent=sim_agent, + ) + except Exception as e: + print(f"Error during rollout: {e}") + continue + + tf_record_paths = [ + os.path.join(tf_record_base, f"{scenario_id}.tfrecords") for scenario_id in scenario_ids + ] + wosac_metrics.update( + tf_record_paths, + scenario_rollouts, + # scenario_rollout_masks=scenario_rollout_masks + ) + try: + env.swap_data_batch() + except Exception as e: + break + + + results = wosac_metrics.compute() + + for key, value in results.items(): + print(f"{key}: {value}") \ No newline at end of file diff --git a/examples/eval/wosac_eval.py b/examples/eval/wosac_eval.py new file mode 100644 index 000000000..4a43c2953 --- /dev/null +++ b/examples/eval/wosac_eval.py @@ -0,0 +1,156 @@ +import itertools +import multiprocessing as mp +import os +from pathlib import Path +from typing import Dict, List + +import tensorflow as tf +# import waymo_open_dataset.wdl_limited.sim_agents_metrics.metrics as wosac_metrics +import wosac_metrics.metrics as wosac_metrics + +from google.protobuf import text_format +from torch import Tensor, tensor +from torchmetrics import Metric +from waymo_open_dataset.protos import ( + scenario_pb2, + sim_agents_metrics_pb2, + sim_agents_submission_pb2, +) + + +class WOSACMetrics(Metric): + """ + validation metrics based on ground truth trajectory, using waymo_open_dataset api + """ + + def __init__(self, prefix: str = "", ego_only: bool = False) -> None: + super().__init__() + self.is_mp_init = False + self.prefix = prefix + self.ego_only = ego_only + self.wosac_config = wosac_metrics.load_metrics_config() + + self.field_names = [ + "metametric", + "average_displacement_error", + "linear_speed_likelihood", + "linear_acceleration_likelihood", + "angular_speed_likelihood", + "angular_acceleration_likelihood", + "distance_to_nearest_object_likelihood", + "collision_indication_likelihood", + "time_to_collision_likelihood", + "distance_to_road_edge_likelihood", + "offroad_indication_likelihood", + "min_average_displacement_error", + "simulated_collision_rate", + "simulated_offroad_rate", + ] + for k in self.field_names: + self.add_state(k, default=tensor(0.0), dist_reduce_fx="sum") + self.add_state("scenario_counter", default=tensor(0.0), dist_reduce_fx="sum") + tf.config.set_visible_devices([], "GPU") + + @staticmethod + def _compute_scenario_metrics( + config, scenario_file, scenario_rollout, ego_only, scenario_rollouts_mask=None + ) -> sim_agents_metrics_pb2.SimAgentMetrics: + scenario = scenario_pb2.Scenario() + for data in tf.data.TFRecordDataset([scenario_file], compression_type=""): + scenario.ParseFromString(bytes(data.numpy())) + break + if ego_only: + for i in range(len(scenario.tracks)): + if i != scenario.sdc_track_index: + for t in range(91): + scenario.tracks[i].states[t].valid = False + while len(scenario.tracks_to_predict) > 1: + scenario.tracks_to_predict.pop() + scenario.tracks_to_predict[0].track_index = scenario.sdc_track_index + + return wosac_metrics.compute_scenario_metrics_for_bundle( + config, scenario, scenario_rollout, scenario_rollouts_mask=scenario_rollouts_mask + ) + + def update( + self, + scenario_files: List[str], + scenario_rollouts: List[sim_agents_submission_pb2.ScenarioRollouts], + scenario_rollout_masks = None, + ) -> None: + + if scenario_rollout_masks is None: + scenario_rollout_masks = [None] * len(scenario_rollouts) + pool_scenario_metrics = [] + for _scenario, _scenario_rollout, _scenario_mask in zip(scenario_files, scenario_rollouts, scenario_rollout_masks): + try: + pool_scenario_metrics.append( + self._compute_scenario_metrics( + self.wosac_config, _scenario, _scenario_rollout, self.ego_only, + # scenario_rollouts_mask=_scenario_mask + ) + ) + except Exception as e: + print(f"Error processing scenario {_scenario_rollout.scenario_id}") + print(e) + + for scenario_metrics in pool_scenario_metrics: + self.scenario_counter += 1 + self.metametric += scenario_metrics.metametric + self.average_displacement_error += ( + scenario_metrics.average_displacement_error + ) + self.linear_speed_likelihood += scenario_metrics.linear_speed_likelihood + self.linear_acceleration_likelihood += ( + scenario_metrics.linear_acceleration_likelihood + ) + self.angular_speed_likelihood += scenario_metrics.angular_speed_likelihood + self.angular_acceleration_likelihood += ( + scenario_metrics.angular_acceleration_likelihood + ) + self.distance_to_nearest_object_likelihood += ( + scenario_metrics.distance_to_nearest_object_likelihood + ) + self.collision_indication_likelihood += ( + scenario_metrics.collision_indication_likelihood + ) + self.time_to_collision_likelihood += ( + scenario_metrics.time_to_collision_likelihood + ) + self.distance_to_road_edge_likelihood += ( + scenario_metrics.distance_to_road_edge_likelihood + ) + self.offroad_indication_likelihood += ( + scenario_metrics.offroad_indication_likelihood + ) + self.min_average_displacement_error += ( + scenario_metrics.min_average_displacement_error + ) + self.simulated_collision_rate += scenario_metrics.simulated_collision_rate + self.simulated_offroad_rate += scenario_metrics.simulated_offroad_rate + + def compute(self) -> Dict[str, Tensor]: + metrics_dict = {} + for k in self.field_names: + metrics_dict[k] = getattr(self, k) / self.scenario_counter + + mean_metrics = sim_agents_metrics_pb2.SimAgentMetrics( + scenario_id="", **metrics_dict + ) + final_metrics = wosac_metrics.aggregate_metrics_to_buckets( + self.wosac_config, mean_metrics + ) + + out_dict = { + f"{self.prefix}/wosac/realism_meta_metric": final_metrics.realism_meta_metric, + f"{self.prefix}/wosac/kinematic_metrics": final_metrics.kinematic_metrics, + f"{self.prefix}/wosac/interactive_metrics": final_metrics.interactive_metrics, + f"{self.prefix}/wosac/map_based_metrics": final_metrics.map_based_metrics, + f"{self.prefix}/wosac/min_ade": final_metrics.min_ade, + f"{self.prefix}/wosac/scenario_counter": self.scenario_counter, + } + for k in self.field_names: + out_dict[f"{self.prefix}/wosac_likelihood/{k}"] = metrics_dict[k] + + return out_dict + diff --git a/examples/eval/wosac_metrics/__init__.py b/examples/eval/wosac_metrics/__init__.py new file mode 100644 index 000000000..e69de29bb diff --git a/examples/eval/wosac_metrics/metric_features.py b/examples/eval/wosac_metrics/metric_features.py new file mode 100644 index 000000000..ac0dbb8a6 --- /dev/null +++ b/examples/eval/wosac_metrics/metric_features.py @@ -0,0 +1,437 @@ +# Copyright (c) 2024 Waymo LLC. All rights reserved. + +# This is licensed under a BSD+Patent license. +# Please see LICENSE and PATENTS text files. +# ============================================================================== +"""Simulation features used for sim agent metrics.""" + +from __future__ import annotations + +import collections +import dataclasses + +import tensorflow as tf + +from waymo_open_dataset.protos import scenario_pb2 +from waymo_open_dataset.protos import sim_agents_submission_pb2 +from waymo_open_dataset.utils import trajectory_utils +from waymo_open_dataset.utils.sim_agents import converters +from waymo_open_dataset.utils.sim_agents import submission_specs +from waymo_open_dataset.wdl_limited.sim_agents_metrics import interaction_features +from waymo_open_dataset.wdl_limited.sim_agents_metrics import map_metric_features +from waymo_open_dataset.wdl_limited.sim_agents_metrics import trajectory_features + + +@dataclasses.dataclass(frozen=True) +class MetricFeatures: + """Collection of features used to compute sim-agent metrics. + + These features may be a function of simulated data (e.g. dynamics and + collisions), logged data (e.g. displacement) and map features (e.g. offroad). + + This class can be used to represent both features coming from the original + Scenario and features from simulation. The samples dimension is set + accordingly depending on the source (n_samples=1 for log and n_samples=32 for + simulation). + + Some of the features are computed in 3D (x/y/z) to have better consistency + with the original data and making these metrics more suitable for future + updates. + + Attributes: + object_id: A tensor of shape (n_objects,), containing the integer IDs of all + the evaluated objects. The object_id tensor is not batched because all the + objects need to be consistent over samples for proper evaluation. + valid: Boolean tensor of shape (n_samples, n_objects, n_steps), identifying + which objects are valid over time. This is used to filter the features + when computing metrics. + average_displacement_error: Per-object average (over time) displacement + error compared to the logged trajectory. Shape: (n_samples, n_objects). + linear_speed: Linear speed in 3D computed as the 1-step difference between + trajectory points. Shape: (n_samples, n_objects, n_steps). + linear_acceleration: Linear acceleration in 3D computed as the 1-step + difference between speeds of objects. + Shape: (n_samples, n_objects, n_steps). + angular_speed: Angular speed computed as the 1-step difference in heading. + Shape: (n_samples, n_objects, n_steps). + angular_acceleration: Angular acceleration computed as the 1-step difference + in angular_speed. Shape: (n_samples, n_objects, n_steps). + distance_to_nearest_object: Signed distance (in meters) to the nearest + object in the scene. Shape: (n_samples, n_objects, n_steps). + collision_per_step: Boolean tensor indicating whether the object collided, + with any other object. Shape: (n_samples, n_objects, n_steps). + time_to_collision: Time (in seconds) before the object collides with the + object it is following (if it exists), assuming constant speeds. + Shape: (n_samples, n_objects, n_steps). + distance_to_road_edge: Signed distance (in meters) to the nearest road edge + in the scene. Shape: (n_samples, n_objects, n_steps). + offroad_per_step: Boolean tensor indicating whether the object went + off-road. Shape: (n_samples, n_objects, n_steps). + """ + object_id: tf.Tensor + valid: tf.Tensor + average_displacement_error: tf.Tensor + linear_speed: tf.Tensor + linear_acceleration: tf.Tensor + angular_speed: tf.Tensor + angular_acceleration: tf.Tensor + distance_to_nearest_object: tf.Tensor + collision_per_step: tf.Tensor + time_to_collision: tf.Tensor + distance_to_road_edge: tf.Tensor + offroad_per_step: tf.Tensor + +def joint_scene_to_trajectories( + joint_scene: sim_agents_submission_pb2.JointScene, + scenario: scenario_pb2.Scenario, + use_log_validity: bool = False, + validity_mask: tf.Tensor | None = None, + pad_z: bool = False, +) -> trajectory_utils.ObjectTrajectories: + """Converts a JointScene and the relative Scenario into `ObjectTrajectories`. + + Args: + joint_scene: A JointScene representing either logged or simulated data, + corresponding to the same scenario ID as the provided logged `scenario`. + scenario: The original scenario proto, used to infer static attributes (i.e. + object types and box dimensions) from the last step of history + (`CURRENT_TIME_INDEX` when 0-indexed). The history steps from this + scenario are also prepended to the returned `Trajectories`, resulting in a + total length of `submission_specs.N_FULL_SCENARIO_STEPS`. + use_log_validity: If True, copies the validity mask from the original + scenario instead of assuming all the steps are valid. This is used to + compute features for the logged scenario. + + Returns: + An `ObjectTrajectories` containing the trajectories of all simulated objects + in a scenario, with prepended history steps and inferred static dimensions + and object types. + """ + logged_trajectories_full = trajectory_utils.ObjectTrajectories.from_scenario( + scenario + ) + logged_trajectories_history = logged_trajectories_full.slice_time( + start_index=0, end_index=submission_specs.CURRENT_TIME_INDEX + 1 + ) + + # Extract states and object IDs from the simulated scene. + sim_ids, sim_x, sim_y, sim_z, sim_heading = [], [], [], [], [] + for simulated_trajectory in joint_scene.simulated_trajectories: + sim_x.append(simulated_trajectory.center_x) + sim_y.append(simulated_trajectory.center_y) + sim_z.append(simulated_trajectory.center_z) + sim_heading.append(simulated_trajectory.heading) + sim_ids.append(simulated_trajectory.object_id) + # Convert to tensors. + sim_x, sim_y, sim_z, sim_heading, sim_ids = map( + tf.convert_to_tensor, [sim_x, sim_y, sim_z, sim_heading, sim_ids]) + + # Align objects from the logged scenario to the simulated one. + logged_trajectories_history = ( + logged_trajectories_history.gather_objects_by_id(sim_ids)) + # Prepare the missing tensors: validity and box sizes. + if use_log_validity: + # When copying validity from the log, make sure objects are in the same + # order as `sim_ids`. + logged_trajectories_full = logged_trajectories_full.gather_objects_by_id( + sim_ids) + logged_trajectories_future = logged_trajectories_full.slice_time( + start_index=submission_specs.CURRENT_TIME_INDEX + 1 + ) + sim_valid = logged_trajectories_future.valid + elif validity_mask is not None: + sim_valid = validity_mask + else: + sim_valid = tf.fill(sim_x.shape, True) + + sim_length = tf.repeat( + logged_trajectories_history.length[:, -1, tf.newaxis], + sim_x.shape[-1], + axis=-1, + ) + sim_width = tf.repeat( + logged_trajectories_history.width[:, -1, tf.newaxis], + sim_x.shape[-1], + axis=-1, + ) + sim_height = tf.repeat( + logged_trajectories_history.height[:, -1, tf.newaxis], + sim_x.shape[-1], + axis=-1, + ) + if pad_z: + sim_z = tf.repeat( + tf.expand_dims(logged_trajectories_history.z[:, -1], axis=-1), + sim_x.shape[-1], + axis=-1, + ) + # Concatenate history and logged/simulated future. + return trajectory_utils.ObjectTrajectories( + x=tf.concat([logged_trajectories_history.x, sim_x], axis=-1), + y=tf.concat([logged_trajectories_history.y, sim_y], axis=-1), + z=tf.concat([logged_trajectories_history.z, sim_z], axis=-1), + heading=tf.concat( + [logged_trajectories_history.heading, sim_heading], axis=-1 + ), + length=tf.concat( + [logged_trajectories_history.length, sim_length], axis=-1 + ), + width=tf.concat([logged_trajectories_history.width, sim_width], axis=-1), + height=tf.concat( + [logged_trajectories_history.height, sim_height], axis=-1 + ), + valid=tf.concat([logged_trajectories_history.valid, sim_valid], axis=-1), + object_id=sim_ids, + object_type=logged_trajectories_history.object_type, + ) + +def compute_metric_features( + scenario: scenario_pb2.Scenario, + joint_scene: sim_agents_submission_pb2.JointScene, + use_log_validity: bool = False, + validity_mask: tf.Tensor | None = None, + eval_agent_ids: tf.Tensor | None = None, +) -> MetricFeatures: + """Computes features for a single scene. + + Args: + scenario: The `Scenario` loaded from WOMD. + joint_scene: Single sample of the predicted scene starting from scenario's + initial conditions. + use_log_validity: If True, copies the validity mask from the original + scenario instead of assuming all the steps are valid. This is used to + compute features for the logged scenario. + + Returns: + A `MetricFeatures` containing all the features. + """ + # Extract `ObjectTrajectories` object from the joint scene, prepending the + # history from the original scenario. These composite trajectories are used to + # compute dynamics features, which require a few steps of context. + simulated_trajectories = joint_scene_to_trajectories( + joint_scene, scenario, + use_log_validity=use_log_validity, + validity_mask=validity_mask, + pad_z= (not use_log_validity), + ) + + # print(simulated_trajectories.object_id) + # Extract `ObjectTrajectories` from the original scenario, used for + # log-comparison metrics (i.e. displacement error). These also need to be + # aligned to the simulated trajectories. + logged_trajectories = trajectory_utils.ObjectTrajectories.from_scenario( + scenario) + logged_trajectories = logged_trajectories.gather_objects_by_id( + simulated_trajectories.object_id) + # From the simulated trajectories, just select the subset of objects that + # needs evaluation. + if eval_agent_ids is None: + evaluated_sim_agent_ids = tf.convert_to_tensor( + submission_specs.get_evaluation_sim_agent_ids(scenario) + ) + else: + evaluated_sim_agent_ids = eval_agent_ids + + object_ids_available = simulated_trajectories.object_id + + # print("Before", evaluated_sim_agent_ids) + # Remove ids in the evaluated_sim_agent_ids that are not in the object_ids_available + evaluated_sim_agent_ids = tf.boolean_mask( + evaluated_sim_agent_ids, + tf.reduce_any( + evaluated_sim_agent_ids[:, tf.newaxis] == object_ids_available, + axis=1, + ), + ) + # print("After", evaluated_sim_agent_ids) + + # Ensure that all id are included in + evaluated_trajectories = simulated_trajectories.gather_objects_by_id( + evaluated_sim_agent_ids + ) + + # Re-order simulated trajectories, so that evaluated objects appear first, + # in a particular order. + non_evaluated_sim_agent_ids = set( + simulated_trajectories.object_id.numpy() + ) - set(evaluated_sim_agent_ids.numpy()) + reordered_all_simulated_agent_ids = tf.constant( + list(evaluated_sim_agent_ids.numpy()) + list(non_evaluated_sim_agent_ids) + ) + simulated_trajectories = simulated_trajectories.gather_objects_by_id( + reordered_all_simulated_agent_ids + ) + # Prune logged trajectories to those that will be evaluated. + evaluated_logged_trajectories = logged_trajectories.gather_objects_by_id( + evaluated_sim_agent_ids + ) + + # Validity bit mask. + if use_log_validity: + validity_mask = evaluated_logged_trajectories.valid + else: + validity_mask = evaluated_trajectories.valid + # Slice in time to reduce to `submission_specs.N_SIMULATION_STEPS` steps. + validity_mask = validity_mask[:, submission_specs.CURRENT_TIME_INDEX+1:] + + # Average displacement error (ADE) in 3D. Before averaging over time, the + # invalid states in the log need to be properly handled. + + displacement_error = trajectory_features.compute_displacement_error( + evaluated_trajectories.x, evaluated_trajectories.y, + evaluated_trajectories.z, evaluated_logged_trajectories.x, + evaluated_logged_trajectories.y, evaluated_logged_trajectories.z) + + valid_ade_steps = evaluated_logged_trajectories.valid & evaluated_trajectories.valid + + object_valid_steps = tf.reduce_sum( + tf.cast(valid_ade_steps, tf.float32), axis=1) + ade = tf.reduce_sum( + tf.where(valid_ade_steps, displacement_error, 0.0), + axis=1) / object_valid_steps + + # Kinematics-related features, i.e. speed and acceleration, both linear and + # angular. These feature are computed as finite differences of the objects + # position, which makes the first step invalid. We prepend the history steps + # so that this first simulation step has a valid difference too. + linear_speed, linear_accel, angular_speed, angular_accel = ( + trajectory_features.compute_kinematic_features( + evaluated_trajectories.x, + evaluated_trajectories.y, + evaluated_trajectories.z, + evaluated_trajectories.heading, + seconds_per_step=submission_specs.STEP_DURATION_SECONDS)) + # Removes the data corresponding to the history time interval. + linear_speed, linear_accel, angular_speed, angular_accel = ( + map(lambda t: t[:, submission_specs.CURRENT_TIME_INDEX+1:], + [linear_speed, linear_accel, angular_speed, angular_accel]) + ) + + # Collision and distances to objects. + evaluated_object_mask = tf.reduce_any( + # `evaluated_sim_agents` shape: (n_evaluated_objects,). + # `simulated_trajectories.object_id` shape: (n_objects,). + evaluated_sim_agent_ids[:, tf.newaxis] + == simulated_trajectories.object_id, + axis=0, + ) + # Interactive features are computed between all simulated objects, but only + # scored for evaluated objects. + distances_to_objects = ( + interaction_features.compute_distance_to_nearest_object( + center_x=simulated_trajectories.x, + center_y=simulated_trajectories.y, + center_z=simulated_trajectories.z, + length=simulated_trajectories.length, + width=simulated_trajectories.width, + height=simulated_trajectories.height, + heading=simulated_trajectories.heading, + valid=simulated_trajectories.valid, + evaluated_object_mask=evaluated_object_mask + )) + # Slice in time, as `simulated_trajectories` also include the history steps. + distances_to_objects = ( + distances_to_objects[:, submission_specs.CURRENT_TIME_INDEX+1:]) + # Shape: (n_evaluated_objects, n_steps). + is_colliding_per_step = tf.less( + distances_to_objects, interaction_features.COLLISION_DISTANCE_THRESHOLD) + + times_to_collision = ( + interaction_features.compute_time_to_collision_with_object_in_front( + center_x=simulated_trajectories.x, + center_y=simulated_trajectories.y, + length=simulated_trajectories.length, + width=simulated_trajectories.width, + heading=simulated_trajectories.heading, + valid=simulated_trajectories.valid, + evaluated_object_mask=evaluated_object_mask, + seconds_per_step=submission_specs.STEP_DURATION_SECONDS, + ) + ) + times_to_collision = times_to_collision[ + :, submission_specs.CURRENT_TIME_INDEX + 1 : + ] + + # Roadgraph features. + road_edges = [] + for map_feature in scenario.map_features: + if map_feature.HasField('road_edge'): + road_edges.append(map_feature.road_edge.polyline) + distances_to_road_edge = map_metric_features.compute_distance_to_road_edge( + center_x=simulated_trajectories.x, + center_y=simulated_trajectories.y, + center_z=simulated_trajectories.z, + length=simulated_trajectories.length, + width=simulated_trajectories.width, + height=simulated_trajectories.height, + heading=simulated_trajectories.heading, + valid=simulated_trajectories.valid, + evaluated_object_mask=evaluated_object_mask, + road_edge_polylines=road_edges, + ) + distances_to_road_edge = distances_to_road_edge[ + :, submission_specs.CURRENT_TIME_INDEX + 1 : + ] + is_offroad_per_step = tf.greater( + distances_to_road_edge, map_metric_features.OFFROAD_DISTANCE_THRESHOLD + ) + + # Pack into `MetricFeatures`, also adding a batch dimension of 1 (except for + # `object_id`). + return MetricFeatures( + object_id=evaluated_trajectories.object_id, + valid=validity_mask[tf.newaxis], + average_displacement_error=ade[tf.newaxis], + linear_speed=linear_speed[tf.newaxis], + linear_acceleration=linear_accel[tf.newaxis], + angular_speed=angular_speed[tf.newaxis], + angular_acceleration=angular_accel[tf.newaxis], + distance_to_nearest_object=distances_to_objects[tf.newaxis], + collision_per_step=is_colliding_per_step[tf.newaxis], + time_to_collision=times_to_collision[tf.newaxis], + distance_to_road_edge=distances_to_road_edge[tf.newaxis], + offroad_per_step=is_offroad_per_step[tf.newaxis], + ) + + +def compute_scenario_rollouts_features( + scenario: scenario_pb2.Scenario, + scenario_rollouts: sim_agents_submission_pb2.ScenarioRollouts, + scenario_rollouts_mask: tf.Tensor | None = None, +) -> tuple[MetricFeatures, MetricFeatures]: + """Computes the metrics features for both logged and simulated scenarios. + + Args: + scenario: The `Scenario` loaded from WOMD. + scenario_rollouts: The collection of joint scenes from simulation. + + Returns: + Two `MetricFeatures`, the first one from logged data with n_samples=1 and + the second from simulation with n_samples=`submission_specs.N_ROLLOUTS`. + """ + + # print("Sim") + # Aggregate the different parallel simulations. + features_fields = [field.name for field in dataclasses.fields(MetricFeatures)] + features_fields.remove('object_id') + sim_features = collections.defaultdict(list) + for joint_scene in scenario_rollouts.joint_scenes: + rollout_features = compute_metric_features(scenario, joint_scene, validity_mask=scenario_rollouts_mask) + # if tf.reduce_any(log_features.object_id != rollout_features.object_id): + # raise ValueError('Misaligned object IDs for evaluation.') + for field in features_fields: + sim_features[field].append(getattr(rollout_features, field)) + + # Concatenate and generate `MetricFeatures`. + for field in features_fields: + sim_features[field] = tf.concat(sim_features[field], axis=0) + # print("Log") + log_joint_scene = converters.scenario_to_joint_scene(scenario) + log_features = compute_metric_features( + scenario, log_joint_scene, use_log_validity=True, + eval_agent_ids=rollout_features.object_id + ) + + sim_features = MetricFeatures( + **sim_features, object_id=log_features.object_id) + return log_features, sim_features diff --git a/examples/eval/wosac_metrics/metrics.py b/examples/eval/wosac_metrics/metrics.py new file mode 100644 index 000000000..bcfe7b44c --- /dev/null +++ b/examples/eval/wosac_metrics/metrics.py @@ -0,0 +1,315 @@ +# Copyright (c) 2024 Waymo LLC. All rights reserved. + +# This is licensed under a BSD+Patent license. +# Please see LICENSE and PATENTS text files. +# ============================================================================== +"""Collection of metrics used to evaluate Sim Agents Challenge submissions.""" + +from typing import List + +from google.protobuf import text_format +import numpy as np +import tensorflow as tf + +# copybara removed file resource import +import waymo_open_dataset +from waymo_open_dataset.protos import scenario_pb2 +from waymo_open_dataset.protos import sim_agents_metrics_pb2 +from waymo_open_dataset.protos import sim_agents_submission_pb2 +from waymo_open_dataset.wdl_limited.sim_agents_metrics import estimators +# from waymo_open_dataset.wdl_limited.sim_agents_metrics import metric_features +import metric_features +from waymo_open_dataset.wdl_limited.sim_agents_metrics import trajectory_features + +_METRIC_FIELD_NAMES_BY_BUCKET = { + 'kinematic': [ + 'linear_speed', 'linear_acceleration', + 'angular_speed', 'angular_acceleration', + ], + 'interactive': [ + 'distance_to_nearest_object', 'collision_indication', + 'time_to_collision', + ], + 'map_based': [ + 'distance_to_road_edge', 'offroad_indication' + ] +} +_METRIC_FIELD_NAMES = ( + _METRIC_FIELD_NAMES_BY_BUCKET['kinematic'] + + _METRIC_FIELD_NAMES_BY_BUCKET['interactive'] + + _METRIC_FIELD_NAMES_BY_BUCKET['map_based'] +) + + +def load_metrics_config() -> sim_agents_metrics_pb2.SimAgentMetricsConfig: + """Loads the `SimAgentMetricsConfig` used for the challenge.""" + # pylint: disable=line-too-long + # pyformat: disable + config_path = '{pyglib_resource}/wdl_limited/sim_agents_metrics/challenge_2024_config.textproto'.format( + pyglib_resource=waymo_open_dataset.__path__[0] + ) + with open(config_path, 'r') as f: + config = sim_agents_metrics_pb2.SimAgentMetricsConfig() + text_format.Parse(f.read(), config) + return config + + +def compute_scenario_metrics_for_bundle( + config: sim_agents_metrics_pb2.SimAgentMetricsConfig, + scenario: scenario_pb2.Scenario, + scenario_rollouts: sim_agents_submission_pb2.ScenarioRollouts, + scenario_rollouts_mask: tf.Tensor = None, +) -> sim_agents_metrics_pb2.SimAgentMetrics: + """Computes the scenario-level metrics for the given bundle.""" + # Computes the metric features for log and sim. + log_features, sim_features = ( + metric_features.compute_scenario_rollouts_features( + scenario, scenario_rollouts, scenario_rollouts_mask=scenario_rollouts_mask) + ) + + # ==== Average Displacement Error ==== + # This metric is not included in the scoring meta-metric, but we report it + # to have a baseline comparison with existing Behaviour Prediction challenges. + # We report both ADE (averaged over simulations and objects) and minADE + # (averaged over objects, minimum over simulations). + average_displacement_error = tf.reduce_mean( + sim_features.average_displacement_error) + min_average_displacement_error = tf.reduce_min( + tf.reduce_mean(sim_features.average_displacement_error, axis=1)) + + # ==== Dynamics features ==== + # Compute the log-likelihoods of speed features (first derivatives). + # Note: For log_values we take only index=0 of the batch dimension to have + # shape (n_objects, n_steps), as specified by + # `log_likelihood_estimate_timeseries()`. + linear_speed_log_likelihood = estimators.log_likelihood_estimate_timeseries( + feature_config=config.linear_speed, + log_values=log_features.linear_speed[0], + sim_values=sim_features.linear_speed) + angular_speed_log_likelihood = estimators.log_likelihood_estimate_timeseries( + feature_config=config.angular_speed, + log_values=log_features.angular_speed[0], + sim_values=sim_features.angular_speed) + # Get the log speed (linear and angular) validity. Since this is computed by + # a delta between steps `i-1` and `i+1`, we verify that both of these are + # valid (logical and). + speed_validity, acceleration_validity = ( + trajectory_features.compute_kinematic_validity(log_features.valid[0]) + ) + # The score is computed as the sum of the log-likelihoods, filtered by + # validity. We exponentiate the result to get a score in the range [0,1]. + linear_speed_likelihood = tf.exp(_reduce_average_with_validity( + linear_speed_log_likelihood, speed_validity)) + angular_speed_likelihood = tf.exp(_reduce_average_with_validity( + angular_speed_log_likelihood, speed_validity)) + + # Similarly, we compute likelihoods for acceleration features. This time, + # we have to compute a double-step validity mask, because accelerations + # involve the validity of `i`, `i+1`, `i+2`. + linear_accel_log_likelihood = estimators.log_likelihood_estimate_timeseries( + feature_config=config.linear_acceleration, + log_values=log_features.linear_acceleration[0], + sim_values=sim_features.linear_acceleration) + angular_accel_log_likelihood = estimators.log_likelihood_estimate_timeseries( + feature_config=config.angular_acceleration, + log_values=log_features.angular_acceleration[0], + sim_values=sim_features.angular_acceleration) + linear_accel_likelihood = tf.exp(_reduce_average_with_validity( + linear_accel_log_likelihood, acceleration_validity)) + angular_accel_likelihood = tf.exp(_reduce_average_with_validity( + angular_accel_log_likelihood, acceleration_validity)) + + # Collision likelihood is computed by aggregating in time. For invalid objects + # in the logged scenario, we need to filter possible collisions in simulation. + # `sim_collision_indication` shape: (n_samples, n_objects). + sim_collision_indication = tf.reduce_any( + tf.where(log_features.valid, sim_features.collision_per_step, False), + axis=2) + log_collision_indication = tf.reduce_any( + tf.where(log_features.valid, log_features.collision_per_step, False), + axis=2) + + # Collision and distance to other objects. Again, aggregate over objects and + # timesteps by summing the log-probabilities. + collision_score = estimators.log_likelihood_estimate_scenario_level( + feature_config=config.collision_indication, + log_values=log_collision_indication[0], + sim_values=sim_collision_indication + ) + collision_likelihood = tf.exp(tf.reduce_mean(collision_score)) + + distance_to_objects_log_likelihood = ( + estimators.log_likelihood_estimate_timeseries( + feature_config=config.distance_to_nearest_object, + log_values=log_features.distance_to_nearest_object[0], + sim_values=sim_features.distance_to_nearest_object, + ) + ) + distance_to_obj_likelihood = tf.exp( + _reduce_average_with_validity( + distance_to_objects_log_likelihood, log_features.valid[0] + ) + ) + + ttc_log_likelihood = estimators.log_likelihood_estimate_timeseries( + feature_config=config.time_to_collision, + log_values=log_features.time_to_collision[0], + sim_values=sim_features.time_to_collision, + ) + ttc_likelihood = tf.exp( + _reduce_average_with_validity(ttc_log_likelihood, log_features.valid[0]) + ) + + # Off-road and distance to road edge. Again, aggregate over objects and + # timesteps by summing the log-probabilities. + # `sim_offroad_indication` shape: (n_samples, n_objects). + sim_offroad_indication = tf.reduce_any( + tf.where(log_features.valid, sim_features.offroad_per_step, False), + axis=2) + log_offroad_indication = tf.reduce_any( + tf.where(log_features.valid, log_features.offroad_per_step, False), + axis=2) + offroad_score = estimators.log_likelihood_estimate_scenario_level( + feature_config=config.offroad_indication, + log_values=log_offroad_indication[0], + sim_values=sim_offroad_indication, + ) + offroad_likelihood = tf.exp(tf.reduce_mean(offroad_score)) + + # `distance_to_road_edge_log_likelihood` shape: (n_objects, n_steps). + distance_to_road_edge_log_likelihood = ( + estimators.log_likelihood_estimate_timeseries( + feature_config=config.distance_to_road_edge, + log_values=log_features.distance_to_road_edge[0], + sim_values=sim_features.distance_to_road_edge, + ) + ) + distance_to_road_edge_likelihood = tf.exp( + _reduce_average_with_validity( + distance_to_road_edge_log_likelihood, log_features.valid[0] + ) + ) + + # ==== Simulated collision and offroad rates ==== + simulated_collision_rate = tf.reduce_sum( + # `sim_collision_indication` shape: (n_samples, n_objects). + tf.cast(sim_collision_indication, tf.int32) + ) / tf.reduce_sum(tf.ones_like(sim_collision_indication, dtype=tf.int32)) + simulated_offroad_rate = tf.reduce_sum( + # `sim_offroad_indication` shape: (n_samples, n_objects). + tf.cast(sim_offroad_indication, tf.int32) + ) / tf.reduce_sum(tf.ones_like(sim_offroad_indication, dtype=tf.int32)) + + # ==== Meta-metric ==== + likelihood_metrics = { + 'linear_speed_likelihood': linear_speed_likelihood.numpy(), + 'linear_acceleration_likelihood': linear_accel_likelihood.numpy(), + 'angular_speed_likelihood': angular_speed_likelihood.numpy(), + 'angular_acceleration_likelihood': angular_accel_likelihood.numpy(), + 'distance_to_nearest_object_likelihood': ( + distance_to_obj_likelihood.numpy() + ), + 'collision_indication_likelihood': collision_likelihood.numpy(), + 'time_to_collision_likelihood': ttc_likelihood.numpy(), + 'distance_to_road_edge_likelihood': ( + distance_to_road_edge_likelihood.numpy() + ), + 'offroad_indication_likelihood': offroad_likelihood.numpy(), + } + + metametric = _compute_metametric( + config, sim_agents_metrics_pb2.SimAgentMetrics(**likelihood_metrics)) + + return sim_agents_metrics_pb2.SimAgentMetrics( + scenario_id=scenario.scenario_id, + metametric=metametric, + average_displacement_error=average_displacement_error, + min_average_displacement_error=min_average_displacement_error, + simulated_collision_rate=simulated_collision_rate.numpy(), + simulated_offroad_rate=simulated_offroad_rate.numpy(), + **likelihood_metrics, + ) + + +def aggregate_scenario_metrics( + all_scenario_metrics: List[sim_agents_metrics_pb2.SimAgentMetrics] + ) -> sim_agents_metrics_pb2.SimAgentMetrics: + """Aggregates the per-scenario metrics over the whole dataset.""" + msg_fields = [field[0].name for field in all_scenario_metrics[0].ListFields()] + field_values = {field_name: [] for field_name in msg_fields} + for scenario_metrics in all_scenario_metrics: + for field_name in msg_fields: + field_values[field_name].append(getattr(scenario_metrics, field_name)) + # Remove the scenario ID field. + del field_values['scenario_id'] + # Average all the fields. + field_values = { + name: np.mean(values) for (name, values) in field_values.items()} + return sim_agents_metrics_pb2.SimAgentMetrics( + **field_values) + + +def aggregate_metrics_to_buckets( + config: sim_agents_metrics_pb2.SimAgentMetricsConfig, + metrics: sim_agents_metrics_pb2.SimAgentMetrics +) -> sim_agents_metrics_pb2.SimAgentsBucketedMetrics: + """Aggregates metrics into buckets for better readability.""" + bucketed_metrics = {} + for bucket_name, fields_in_bucket in _METRIC_FIELD_NAMES_BY_BUCKET.items(): + weighted_metric, weights_sum = 0.0, 0.0 + for field_name in fields_in_bucket: + likelihood_field_name = field_name + '_likelihood' + weight = getattr(config, field_name).metametric_weight + metric_score = getattr(metrics, likelihood_field_name) + weighted_metric += weight * metric_score + weights_sum += weight + if weights_sum == 0: + raise ValueError('The bucket\'s weight sum is zero. Check your metrics' + ' config.') + bucketed_metrics[bucket_name] = weighted_metric / weights_sum + + return sim_agents_metrics_pb2.SimAgentsBucketedMetrics( + realism_meta_metric=metrics.metametric, + kinematic_metrics=bucketed_metrics['kinematic'], + interactive_metrics=bucketed_metrics['interactive'], + map_based_metrics=bucketed_metrics['map_based'], + min_ade=metrics.min_average_displacement_error, + simulated_collision_rate=metrics.simulated_collision_rate, + simulated_offroad_rate=metrics.simulated_offroad_rate, + ) + + +def _reduce_average_with_validity( + tensor: tf.Tensor, validity: tf.Tensor) -> tf.Tensor: + """Returns the tensor's average, only selecting valid items. + + Args: + tensor: A float tensor of any shape. + validity: A boolean tensor of the same shape as `tensor`. + + Returns: + A float tensor of shape (1,), containing the average of the valid elements + of `tensor`. + """ + if tensor.shape != validity.shape: + raise ValueError('Shapes of `tensor` and `validity` must be the same.' + f'(Actual: {tensor.shape}, {validity.shape}).') + cond_sum = tf.reduce_sum(tf.where(validity, tensor, tf.zeros_like(tensor))) + valid_sum = tf.reduce_sum(tf.cast(validity, tf.float32)) + return cond_sum / valid_sum + + +def _compute_metametric( + config: sim_agents_metrics_pb2.SimAgentMetricsConfig, + metrics: sim_agents_metrics_pb2.SimAgentMetrics, +): + """Computes the meta-metric aggregation.""" + metametric = 0.0 + for field_name in _METRIC_FIELD_NAMES: + likelihood_field_name = field_name + '_likelihood' + weight = getattr(config, field_name).metametric_weight + metric_score = getattr(metrics, likelihood_field_name) + metametric += weight * metric_score + return metametric + + diff --git a/gpudrive/networks/late_fusion.py b/gpudrive/networks/late_fusion.py index 4da5ad6eb..b6b026540 100644 --- a/gpudrive/networks/late_fusion.py +++ b/gpudrive/networks/late_fusion.py @@ -82,7 +82,8 @@ def __init__( act_func="tanh", max_controlled_agents=64, obs_dim=2984, # Size of the flattened observation vector (hardcoded) - config=None, # Optional config + config=None, # Optional config, + **kwargs, ): super().__init__() self.input_dim = input_dim @@ -109,6 +110,8 @@ def __init__( self.ego_state_idx += 1 self.vbd_in_obs = self.config.vbd_in_obs + else: + self.vbd_in_obs = False # Indices for unpacking the observation self.partner_obs_idx = self.ego_state_idx + ( diff --git a/pyproject.toml b/pyproject.toml index c4894679e..383e9718b 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -22,7 +22,7 @@ readme = "README.md" description = "A GPU-accelerated, multi-agent driving simulator" requires-python = ">=3.11" dependencies = [ - "numpy>=1.26.4", + "numpy>=1.23.0", "gymnasium", "pygame", "matplotlib==3.9", From 62202537cb34a586c83226db7748d32563aee6fb Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Sun, 20 Apr 2025 12:43:34 -0400 Subject: [PATCH 02/16] Force data processing to be on CPU --- examples/eval/extract_dataset.py | 31 ++++++++++--------------------- 1 file changed, 10 insertions(+), 21 deletions(-) diff --git a/examples/eval/extract_dataset.py b/examples/eval/extract_dataset.py index bd31cb192..b842da9a5 100644 --- a/examples/eval/extract_dataset.py +++ b/examples/eval/extract_dataset.py @@ -1,17 +1,12 @@ import os -os.environ['TF_CPP_MIN_LOG_LEVEL'] = '3' -# disable GPU -os.environ["CUDA_VISIBLE_DEVICES"] = "-1" +# Force JAX to use CPU only +os.environ["JAX_PLATFORMS"] = "cpu" import tensorflow as tf -# set tf to cpu only -tf.config.set_visible_devices([], 'GPU') - import glob import argparse import pickle from tqdm import tqdm -from tqdm.contrib.concurrent import process_map # or thread_map from waymax import dataloader from waymax.config import DataFormat @@ -74,7 +69,6 @@ def data_process( Args: data_dir (str): Directory path of the Waymax dataset. save_dir (str): Directory path to save the processed data. - save_raw (bool, optional): Whether to save the raw scenario data. Defaults to False. """ # Waymax Dataset tf_dataset = dataloader.tf_examples_dataset( @@ -115,7 +109,7 @@ def data_process( parser.add_argument('--data_dir', type=str, default='/data/Dataset/Waymo/V1_2_tf') parser.add_argument('--save_dir', type=str, default='/data/Dataset/Waymo/VBD') parser.add_argument('--dataset', type=str, default='all') - parser.add_argument('--num_workers', type=int, default=16) + parser.add_argument('--num_workers', type=int, default=1) # Change default to 1 args = parser.parse_args() os.makedirs(args.save_dir, exist_ok=True) @@ -128,7 +122,6 @@ def process(dataset): Args: dataset (str): Name of the dataset to process. - save_raw (bool, optional): Whether to save the raw scenario data. Defaults to False. """ data_path = os.path.join(args.data_dir, dataset+'/*') data_files = glob.glob(data_path) @@ -137,21 +130,17 @@ def process(dataset): print(f'Processing {n_files} files in {data_path} dataset') os.makedirs(save_dir, exist_ok=True) print(f'Saving to {save_dir}') - data_process_partial = functools.partial( - data_process, - save_dir=save_dir, - ) - _ = process_map(data_process_partial, data_files, max_workers=args.num_workers) + + # Process files one by one instead of using multiprocessing + for data_file in tqdm(data_files): + data_process(data_file, save_dir) if args.dataset == 'all' or args.dataset == 'train': - process('training', save_raw=args.save_raw, only_raw=args.only_raw) + process('training') if args.dataset == 'all' or args.dataset == 'val': - process('validation', save_raw=args.save_raw, only_raw=args.only_raw) + process('validation') if args.dataset == 'all' or args.dataset == 'val_interactive': - process('validation_interactive', save_raw=args.save_raw, only_raw=args.only_raw) - - - + process('validation_interactive') \ No newline at end of file From ec4e1fcd627377a975abb16a27493845db7d4a34 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Sun, 20 Apr 2025 12:45:00 -0400 Subject: [PATCH 03/16] Add readme --- examples/eval/README.md | 28 ++++++++++++++++++++++++++++ 1 file changed, 28 insertions(+) create mode 100644 examples/eval/README.md diff --git a/examples/eval/README.md b/examples/eval/README.md new file mode 100644 index 000000000..739531b2a --- /dev/null +++ b/examples/eval/README.md @@ -0,0 +1,28 @@ +## Waymo Open Sim Agent Challenge (WOSAC) evaluation + + +## Requirements +Prerequisite +``` +pip install --no-deps waymo-open-dataset-tf-2-12-0==1.6.4 +pip install --no-deps git+https://github.com/waymo-research/waymax.git@main#egg=waymo-waymax +``` + +## Dataset +Extract TF example from raw waymo TF example dataset using +``` +python examples/eval/extract_dataset.py --data_dir XXXX --save_dir xxxx --dataset [train/val/val_interactive] +``` + +e.g. + +``` +python examples/eval/extract_dataset.py --data_dir data/raw --save_dir data/processed/wosac_val --dataset all +``` + + +## Evaluation +Run eval with +``` +python wosac_eval.py +``` \ No newline at end of file From f2e556ec01ce4511ad468cea9a044d7ba37ddbf8 Mon Sep 17 00:00:00 2001 From: Zixu Zhang Date: Sun, 20 Apr 2025 13:18:43 -0400 Subject: [PATCH 04/16] fix the data extraction script --- examples/eval/extract_dataset.py | 45 +++++++++++++------------------- 1 file changed, 18 insertions(+), 27 deletions(-) diff --git a/examples/eval/extract_dataset.py b/examples/eval/extract_dataset.py index b842da9a5..9ebd1a70c 100644 --- a/examples/eval/extract_dataset.py +++ b/examples/eval/extract_dataset.py @@ -1,15 +1,17 @@ import os # Force JAX to use CPU only -os.environ["JAX_PLATFORMS"] = "cpu" +# os.environ["JAX_PLATFORMS"] = "cpu" import tensorflow as tf import glob import argparse -import pickle +# import pickle from tqdm import tqdm +from waymo_open_dataset.protos import scenario_pb2 -from waymax import dataloader -from waymax.config import DataFormat + +# from waymax import dataloader +# from waymax.config import DataFormat import functools MAX_NUM_OBJECTS = 64 @@ -70,38 +72,27 @@ def data_process( data_dir (str): Directory path of the Waymax dataset. save_dir (str): Directory path to save the processed data. """ - # Waymax Dataset - tf_dataset = dataloader.tf_examples_dataset( - path=data_dir, - data_format=DataFormat.TFRECORD, - preprocess_fn=tf_preprocess, - repeat=1, - # num_shards=16, - deterministic=True, + dataset = tf.data.TFRecordDataset( + file_path, compression_type="" ) - - tf_dataset_iter = tf_dataset.as_numpy_iterator() - + os.makedirs(save_dir, exist_ok=True) - for example in tf_dataset_iter: - - scenario_id_binary, scenario = tf_postprocess(example) - scenario_id = scenario_id_binary.tobytes().decode('utf-8') - - scenario_filename = os.path.join(save_dir, 'scenario_'+scenario_id+'.pkl') + for tf_data in dataset: + tf_data = tf_data.numpy() + scenario = scenario_pb2.Scenario() + scenario.ParseFromString(bytes(tf_data)) + scenario_id = scenario.scenario_id + + scenario_filename = os.path.join(save_dir, +scenario_id+'.tfrecords') # check if file exists if os.path.exists(scenario_filename): continue - data_dict = {'scenario_raw': scenario} - data_dict['scenario_id'] = scenario_id - + with tf.io.TFRecordWriter(scenario_filename.as_posix()) as file_writer: + file_writer.write(tf_data) - with open(scenario_filename, 'wb') as f: - pickle.dump(data_dict, f) - if __name__ == '__main__': # add arguments From 38162fa91b94e292aa55eb060c671be0c279f67b Mon Sep 17 00:00:00 2001 From: Zixu Zhang Date: Sun, 20 Apr 2025 13:20:05 -0400 Subject: [PATCH 05/16] Force jax run on cpu only --- examples/eval/extract_dataset.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/examples/eval/extract_dataset.py b/examples/eval/extract_dataset.py index 9ebd1a70c..f643ab15d 100644 --- a/examples/eval/extract_dataset.py +++ b/examples/eval/extract_dataset.py @@ -1,6 +1,6 @@ import os # Force JAX to use CPU only -# os.environ["JAX_PLATFORMS"] = "cpu" +os.environ["JAX_PLATFORMS"] = "cpu" import tensorflow as tf import glob @@ -92,7 +92,7 @@ def data_process( with tf.io.TFRecordWriter(scenario_filename.as_posix()) as file_writer: file_writer.write(tf_data) - + if __name__ == '__main__': # add arguments From da40c9aef3284ddec8f7d284e6b7a60e22b8c109 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Sun, 20 Apr 2025 20:27:13 -0400 Subject: [PATCH 06/16] Fixes and add data processing file --- .gitignore | 4 + data_utils/process_waymo_files.py | 2 +- examples/eval/README.md | 6 +- .../raw/.gitkeep => examples/eval/__init__.py | 0 examples/eval/extract_dataset.py | 10 +- examples/eval/process.py | 93 +++++++++++++++++++ examples/eval/run_eval.py | 32 ++++--- examples/eval/wosac_metrics/metrics.py | 8 +- 8 files changed, 132 insertions(+), 23 deletions(-) rename data/raw/.gitkeep => examples/eval/__init__.py (100%) create mode 100644 examples/eval/process.py diff --git a/.gitignore b/.gitignore index d19bef1b1..2682bcc9c 100644 --- a/.gitignore +++ b/.gitignore @@ -252,6 +252,10 @@ examples/experimental/logs/* # Sbatch scripts *.sh +# Dataset +wosac/ +other/ + # Videos videos/ output_videos_larger_dataset/ diff --git a/data_utils/process_waymo_files.py b/data_utils/process_waymo_files.py index 8c405c913..fa3bdc2d4 100644 --- a/data_utils/process_waymo_files.py +++ b/data_utils/process_waymo_files.py @@ -685,7 +685,7 @@ def process_data(args): ) parser.add_argument( "--id_as_filename", - default=False, + default=True, action="store_true", help="Use the unique scenario id as the filename", ) diff --git a/examples/eval/README.md b/examples/eval/README.md index 739531b2a..78c321e8e 100644 --- a/examples/eval/README.md +++ b/examples/eval/README.md @@ -2,7 +2,7 @@ ## Requirements -Prerequisite +Prerequisite ``` pip install --no-deps waymo-open-dataset-tf-2-12-0==1.6.4 pip install --no-deps git+https://github.com/waymo-research/waymax.git@main#egg=waymo-waymax @@ -17,7 +17,7 @@ python examples/eval/extract_dataset.py --data_dir XXXX --save_dir xxxx --datase e.g. ``` -python examples/eval/extract_dataset.py --data_dir data/raw --save_dir data/processed/wosac_val --dataset all +python examples/eval/extract_dataset.py --data_dir data/raw --save_dir data/processed/wosac --dataset all ``` @@ -25,4 +25,4 @@ python examples/eval/extract_dataset.py --data_dir data/raw --save_dir data/proc Run eval with ``` python wosac_eval.py -``` \ No newline at end of file +``` diff --git a/data/raw/.gitkeep b/examples/eval/__init__.py similarity index 100% rename from data/raw/.gitkeep rename to examples/eval/__init__.py diff --git a/examples/eval/extract_dataset.py b/examples/eval/extract_dataset.py index f643ab15d..b85911652 100644 --- a/examples/eval/extract_dataset.py +++ b/examples/eval/extract_dataset.py @@ -73,7 +73,7 @@ def data_process( save_dir (str): Directory path to save the processed data. """ dataset = tf.data.TFRecordDataset( - file_path, compression_type="" + data_dir, compression_type="" ) os.makedirs(save_dir, exist_ok=True) @@ -84,15 +84,16 @@ def data_process( scenario.ParseFromString(bytes(tf_data)) scenario_id = scenario.scenario_id - scenario_filename = os.path.join(save_dir, +scenario_id+'.tfrecords') + scenario_filename = os.path.join(save_dir, scenario_id+'.tfrecords') # check if file exists if os.path.exists(scenario_filename): continue - with tf.io.TFRecordWriter(scenario_filename.as_posix()) as file_writer: + # Remove the .as_posix() method call since scenario_filename is a string + with tf.io.TFRecordWriter(scenario_filename) as file_writer: file_writer.write(tf_data) - + if __name__ == '__main__': # add arguments @@ -126,7 +127,6 @@ def process(dataset): for data_file in tqdm(data_files): data_process(data_file, save_dir) - if args.dataset == 'all' or args.dataset == 'train': process('training') diff --git a/examples/eval/process.py b/examples/eval/process.py new file mode 100644 index 000000000..ce0f4a42a --- /dev/null +++ b/examples/eval/process.py @@ -0,0 +1,93 @@ +if __name__ == "__main__": + + import os + import shutil + from pathlib import Path + + # Define the source folder paths + validation_folder = "data/processed/wosac/validation" + validation_extracted_folder = "data/processed/wosac/validation_extracted" + + # Define the destination folder paths + validation_json_folder = "validation_json" + validation_tfrecord_folder = "validation_tfrecord" + + # Create destination folders if they don't exist + os.makedirs(validation_json_folder, exist_ok=True) + os.makedirs(validation_tfrecord_folder, exist_ok=True) + + # Check if source folders exist + if not os.path.exists(validation_folder): + print(f"Error: Folder '{validation_folder}' does not exist.") + exit(1) + + if not os.path.exists(validation_extracted_folder): + print(f"Error: Folder '{validation_extracted_folder}' does not exist.") + exit(1) + + # Get all files and extract base names (without extension) + validation_files = {} + validation_extracted_files = {} + + # Process validation folder (json files) + for filename in os.listdir(validation_folder): + if filename.endswith('.json'): + base_name = Path(filename).stem # Gets filename without extension + validation_files[base_name] = filename + + # Process validation_extracted folder (tfrecords files) + for filename in os.listdir(validation_extracted_folder): + if filename.endswith('.tfrecords'): + base_name = Path(filename).stem # Gets filename without extension + validation_extracted_files[base_name] = filename + + # Find matches + matches = set(validation_files.keys()) & set(validation_extracted_files.keys()) + + print(f"Total matches found: {len(matches)}") + + # Check if we have at least 500 matches + if len(matches) < 500: + print(f"Warning: Only {len(matches)} matches found, less than requested 500") + files_to_copy = sorted(matches) + else: + # Take first 500 matches (sorted alphabetically for consistency) + files_to_copy = sorted(matches)[:500] + print(f"Copying first 500 matches out of {len(matches)}") + + # Copy matching files + copied_count = 0 + for base_name in files_to_copy: + try: + # Copy json file + json_src = os.path.join(validation_folder, validation_files[base_name]) + json_dst = os.path.join(validation_json_folder, validation_files[base_name]) + shutil.copy2(json_src, json_dst) + + # Copy tfrecords file + tf_src = os.path.join(validation_extracted_folder, validation_extracted_files[base_name]) + tf_dst = os.path.join(validation_tfrecord_folder, validation_extracted_files[base_name]) + shutil.copy2(tf_src, tf_dst) + + copied_count += 1 + if copied_count % 50 == 0: # Progress update every 50 files + print(f"Copied {copied_count} files...") + + except Exception as e: + print(f"Error copying files for {base_name}: {e}") + + print(f"\nSuccessfully copied {copied_count} matching files:") + print(f"JSON files in: {validation_json_folder}") + print(f"TFRecord files in: {validation_tfrecord_folder}") + + # Write a summary file + with open("copied_files_summary.txt", 'w') as f: + f.write(f"Copied Files Summary\n") + f.write(f"===================\n\n") + f.write(f"Total matches found: {len(matches)}\n") + f.write(f"Files copied: {copied_count}\n\n") + f.write("Copied files:\n") + for base_name in files_to_copy: + f.write(f" {validation_files[base_name]} <-> {validation_extracted_files[base_name]}\n") + + print(f"Summary written to: copied_files_summary.txt") \ No newline at end of file diff --git a/examples/eval/run_eval.py b/examples/eval/run_eval.py index f8a9c8e45..5737c78a7 100644 --- a/examples/eval/run_eval.py +++ b/examples/eval/run_eval.py @@ -3,6 +3,8 @@ import os import mediapy import numpy as np +from tqdm import tqdm +import json from gpudrive.networks.late_fusion import NeuralNet @@ -11,21 +13,26 @@ from gpudrive.visualize.utils import img_from_fig from gpudrive.env.dataset import SceneDataLoader from gpudrive.utils.config import load_config - from gpudrive.datatypes.observation import GlobalEgoState -import json + +# WOSAC +import sys +import os +sys.path.append(os.path.dirname(os.path.dirname(os.path.abspath(__file__)))) from waymo_open_dataset.protos import sim_agents_submission_pb2 from eval.wosac_eval import WOSACMetrics -from tqdm import tqdm # Settings max_agents = 64 -num_envs = 10 +num_envs = 2 device = "cuda" num_runs = 1 +num_rollouts = 1 init_steps = 10 -tf_record_base = '/Data/Dataset/Waymo_smart/validation_v2_tfrecord' + +DATA_JSON = "data/processed/wosac/validation_json" +DATA_TFRECORD = "data/processed/wosac/validation_tfrecord" def get_state(env): ego_state = GlobalEgoState.from_tensor( @@ -136,11 +143,11 @@ def rollout(env, sim_agent): if __name__ == "__main__": - + # Configs model has been trained with config = load_config( # "eval/reliable_agents_params" - "gpudrive/examples/experimental/config/reliable_agents_params" + "examples/experimental/config/reliable_agents_params" ) # Configs @@ -176,16 +183,15 @@ def rollout(env, sim_agent): add_goal_state = False, ) - - os.makedirs("videos", exist_ok=True) # Create data loader val_loader = SceneDataLoader( - root="gpudrive/data/processed/validation", + root=DATA_JSON, batch_size=num_envs, dataset_size=100, - sample_with_replacement=False, + sample_with_replacement=True, + file_prefix="", ) # Load sim agent trained through naive self-play @@ -205,7 +211,7 @@ def rollout(env, sim_agent): for _ in tqdm(range(num_runs)): - for _ in range(10): + for _ in range(num_rollouts): try: scenario_ids, scenario_rollouts, scenario_rollout_masks \ = rollout( @@ -217,7 +223,7 @@ def rollout(env, sim_agent): continue tf_record_paths = [ - os.path.join(tf_record_base, f"{scenario_id}.tfrecords") for scenario_id in scenario_ids + os.path.join(DATA_TFRECORD, f"{scenario_id}.tfrecords") for scenario_id in scenario_ids ] wosac_metrics.update( tf_record_paths, diff --git a/examples/eval/wosac_metrics/metrics.py b/examples/eval/wosac_metrics/metrics.py index bcfe7b44c..04cf404ab 100644 --- a/examples/eval/wosac_metrics/metrics.py +++ b/examples/eval/wosac_metrics/metrics.py @@ -17,8 +17,14 @@ from waymo_open_dataset.protos import sim_agents_metrics_pb2 from waymo_open_dataset.protos import sim_agents_submission_pb2 from waymo_open_dataset.wdl_limited.sim_agents_metrics import estimators -# from waymo_open_dataset.wdl_limited.sim_agents_metrics import metric_features + +import sys +import os + +sys.path.append('examples/eval/wosac_metrics') import metric_features + +# from waymo_open_dataset.wdl_limited.sim_agents_metrics import metric_features from waymo_open_dataset.wdl_limited.sim_agents_metrics import trajectory_features _METRIC_FIELD_NAMES_BY_BUCKET = { From a3533cd3c6729f93a38be603dfd626c88b401634 Mon Sep 17 00:00:00 2001 From: Zixu Zhang Date: Tue, 22 Apr 2025 16:49:13 -0400 Subject: [PATCH 07/16] add wosac original eval script --- examples/eval/wosac_eval_origin.py | 169 +++++++++++++++++++++++++++++ 1 file changed, 169 insertions(+) create mode 100644 examples/eval/wosac_eval_origin.py diff --git a/examples/eval/wosac_eval_origin.py b/examples/eval/wosac_eval_origin.py new file mode 100644 index 000000000..55a581816 --- /dev/null +++ b/examples/eval/wosac_eval_origin.py @@ -0,0 +1,169 @@ +import itertools +import multiprocessing as mp +import os +from pathlib import Path +from typing import Dict, List + +import tensorflow as tf +import waymo_open_dataset.wdl_limited.sim_agents_metrics.metrics as wosac_metrics +# import eval.wosac_metrics.metrics as wosac_metrics + +from google.protobuf import text_format +from torch import Tensor, tensor +from torchmetrics import Metric +from waymo_open_dataset.protos import ( + scenario_pb2, + sim_agents_metrics_pb2, + sim_agents_submission_pb2, +) + + +class WOSACMetrics(Metric): + """ + validation metrics based on ground truth trajectory, using waymo_open_dataset api + """ + + def __init__(self, prefix: str = "", ego_only: bool = False) -> None: + super().__init__() + self.is_mp_init = False + self.prefix = prefix + self.ego_only = ego_only + self.wosac_config = load_metrics_config() + + self.field_names = [ + "metametric", + "average_displacement_error", + "linear_speed_likelihood", + "linear_acceleration_likelihood", + "angular_speed_likelihood", + "angular_acceleration_likelihood", + "distance_to_nearest_object_likelihood", + "collision_indication_likelihood", + "time_to_collision_likelihood", + "distance_to_road_edge_likelihood", + "offroad_indication_likelihood", + "min_average_displacement_error", + "simulated_collision_rate", + "simulated_offroad_rate", + ] + for k in self.field_names: + self.add_state(k, default=tensor(0.0), dist_reduce_fx="sum") + self.add_state("scenario_counter", default=tensor(0.0), dist_reduce_fx="sum") + tf.config.set_visible_devices([], "GPU") + + @staticmethod + def _compute_scenario_metrics( + config, scenario_file, scenario_rollout, ego_only, scenario_rollouts_mask=None + ) -> sim_agents_metrics_pb2.SimAgentMetrics: + scenario = scenario_pb2.Scenario() + for data in tf.data.TFRecordDataset([scenario_file], compression_type=""): + scenario.ParseFromString(bytes(data.numpy())) + break + if ego_only: + for i in range(len(scenario.tracks)): + if i != scenario.sdc_track_index: + for t in range(91): + scenario.tracks[i].states[t].valid = False + while len(scenario.tracks_to_predict) > 1: + scenario.tracks_to_predict.pop() + scenario.tracks_to_predict[0].track_index = scenario.sdc_track_index + + return wosac_metrics.compute_scenario_metrics_for_bundle( + config, scenario, scenario_rollout,# scenario_rollouts_mask=scenario_rollouts_mask + ) + + def update( + self, + scenario_files: List[str], + scenario_rollouts: List[sim_agents_submission_pb2.ScenarioRollouts], + scenario_rollout_masks = None, + ) -> None: + + if scenario_rollout_masks is None: + scenario_rollout_masks = [None] * len(scenario_rollouts) + pool_scenario_metrics = [] + for _scenario, _scenario_rollout, _scenario_mask in zip(scenario_files, scenario_rollouts, scenario_rollout_masks): + try: + pool_scenario_metrics.append( + self._compute_scenario_metrics( + self.wosac_config, _scenario, _scenario_rollout, self.ego_only, + # scenario_rollouts_mask=_scenario_mask + ) + ) + except Exception as e: + print(f"Error processing scenario {_scenario_rollout.scenario_id}") + print(e) + + for scenario_metrics in pool_scenario_metrics: + self.scenario_counter += 1 + self.metametric += scenario_metrics.metametric + self.average_displacement_error += ( + scenario_metrics.average_displacement_error + ) + self.linear_speed_likelihood += scenario_metrics.linear_speed_likelihood + self.linear_acceleration_likelihood += ( + scenario_metrics.linear_acceleration_likelihood + ) + self.angular_speed_likelihood += scenario_metrics.angular_speed_likelihood + self.angular_acceleration_likelihood += ( + scenario_metrics.angular_acceleration_likelihood + ) + self.distance_to_nearest_object_likelihood += ( + scenario_metrics.distance_to_nearest_object_likelihood + ) + self.collision_indication_likelihood += ( + scenario_metrics.collision_indication_likelihood + ) + self.time_to_collision_likelihood += ( + scenario_metrics.time_to_collision_likelihood + ) + self.distance_to_road_edge_likelihood += ( + scenario_metrics.distance_to_road_edge_likelihood + ) + self.offroad_indication_likelihood += ( + scenario_metrics.offroad_indication_likelihood + ) + self.min_average_displacement_error += ( + scenario_metrics.min_average_displacement_error + ) + self.simulated_collision_rate += scenario_metrics.simulated_collision_rate + self.simulated_offroad_rate += scenario_metrics.simulated_offroad_rate + + def compute(self) -> Dict[str, Tensor]: + metrics_dict = {} + for k in self.field_names: + metrics_dict[k] = getattr(self, k) / self.scenario_counter + + mean_metrics = sim_agents_metrics_pb2.SimAgentMetrics( + scenario_id="", **metrics_dict + ) + final_metrics = wosac_metrics.aggregate_metrics_to_buckets( + self.wosac_config, mean_metrics + ) + + out_dict = { + f"{self.prefix}/wosac/realism_meta_metric": final_metrics.realism_meta_metric, + f"{self.prefix}/wosac/kinematic_metrics": final_metrics.kinematic_metrics, + f"{self.prefix}/wosac/interactive_metrics": final_metrics.interactive_metrics, + f"{self.prefix}/wosac/map_based_metrics": final_metrics.map_based_metrics, + f"{self.prefix}/wosac/min_ade": final_metrics.min_ade, + f"{self.prefix}/wosac/scenario_counter": self.scenario_counter, + } + for k in self.field_names: + out_dict[f"{self.prefix}/wosac_likelihood/{k}"] = metrics_dict[k] + + return out_dict + + +def load_metrics_config() -> sim_agents_metrics_pb2.SimAgentMetricsConfig: + """Loads the `SimAgentMetricsConfig` used for the challenge.""" + # pylint: disable=line-too-long + # pyformat: disable + import waymo_open_dataset + config_path = '{pyglib_resource}/wdl_limited/sim_agents_metrics/challenge_2024_config.textproto'.format( + pyglib_resource=waymo_open_dataset.__path__[0] + ) + with open(config_path, 'r') as f: + config = sim_agents_metrics_pb2.SimAgentMetricsConfig() + text_format.Parse(f.read(), config) + return config \ No newline at end of file From 1d7a41be7da42263457180c021ded462cf3d7d35 Mon Sep 17 00:00:00 2001 From: kevin Date: Tue, 22 Apr 2025 18:45:44 -0400 Subject: [PATCH 08/16] agent init fix? --- src/level_gen.cpp | 13 +++++++++---- 1 file changed, 9 insertions(+), 4 deletions(-) diff --git a/src/level_gen.cpp b/src/level_gen.cpp index e550efff1..b0f0b4f84 100755 --- a/src/level_gen.cpp +++ b/src/level_gen.cpp @@ -101,10 +101,15 @@ static inline void populateExpertTrajectory(Engine &ctx, const Entity &agent, co static inline bool isAgentStatic(Engine &ctx, Entity agent) { auto agent_iface = ctx.get(agent).e; - - // Static agents are those that are not tracks to predict - if (ctx.data().params.readFromTracksToPredict and ctx.get(agent_iface).isTrackToPredict != -1) { - return false; + + // Static agents are those that are not tracks to predict + if (ctx.data().params.readFromTracksToPredict) { + if (ctx.get(agent_iface).isTrackToPredict == -1) { + return true; + } + else { + return false; + } } // Original logic for other initialization modes From 2e99799ed69d808cf8f7ec8e7452c3ca78363645 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Wed, 23 Apr 2025 16:51:51 -0400 Subject: [PATCH 09/16] Add agent to test with --- ...nt_rs__S_100__04_22_19_50_09_856_002083.pt | Bin 0 -> 1079762 bytes 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 checkpoints/model_waypoint_rs__S_100__04_22_19_50_09_856_002083.pt diff --git a/checkpoints/model_waypoint_rs__S_100__04_22_19_50_09_856_002083.pt b/checkpoints/model_waypoint_rs__S_100__04_22_19_50_09_856_002083.pt new file mode 100644 index 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17 00:00:00 2001 From: Daphne Cornelisse Date: Wed, 23 Apr 2025 16:52:25 -0400 Subject: [PATCH 10/16] Ensure episodelen = 91 for wosac compatibility --- src/consts.hpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/consts.hpp b/src/consts.hpp index d5e76b834..0768e9cd0 100644 --- a/src/consts.hpp +++ b/src/consts.hpp @@ -31,7 +31,7 @@ inline constexpr float rewardPerDist = 0.05f; inline constexpr float slackReward = -0.005f; // Steps per episode -inline constexpr int32_t episodeLen = 90; +inline constexpr int32_t episodeLen = 91; // Number of lidar samples, arranged in circle around agent inline constexpr madrona::CountT numLidarSamples = 50; From 535496d34d0621d78d59564618b42b286be19afe Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Wed, 23 Apr 2025 16:55:36 -0400 Subject: [PATCH 11/16] Fixes to ensure WOSAC compatibility with env --- baselines/ppo/config/ppo_waypoint.yaml | 2 +- examples/eval/run_eval.py | 114 +++++++++++-------------- gpudrive/env/env_torch.py | 10 +-- gpudrive/integrations/puffer/ppo.py | 2 +- gpudrive/utils/checkpoint.py | 30 +++++++ 5 files changed, 89 insertions(+), 69 deletions(-) diff --git a/baselines/ppo/config/ppo_waypoint.yaml b/baselines/ppo/config/ppo_waypoint.yaml index 7f44980b9..602bd9aa5 100644 --- a/baselines/ppo/config/ppo_waypoint.yaml +++ b/baselines/ppo/config/ppo_waypoint.yaml @@ -102,7 +102,7 @@ train: num_parameters: 0 # Total trainable parameters, to be filled at runtime # # # Checkpointing # # # - checkpoint_interval: 500 # Save policy every k iterations + checkpoint_interval: 250 # Save policy every k iterations checkpoint_path: "./runs" # # # Rendering # # # diff --git a/examples/eval/run_eval.py b/examples/eval/run_eval.py index 5737c78a7..cb1c13f67 100644 --- a/examples/eval/run_eval.py +++ b/examples/eval/run_eval.py @@ -14,10 +14,12 @@ from gpudrive.env.dataset import SceneDataLoader from gpudrive.utils.config import load_config from gpudrive.datatypes.observation import GlobalEgoState +from gpudrive.utils.checkpoint import load_agent # WOSAC import sys import os + sys.path.append(os.path.dirname(os.path.dirname(os.path.abspath(__file__)))) from waymo_open_dataset.protos import sim_agents_submission_pb2 from eval.wosac_eval import WOSACMetrics @@ -26,23 +28,31 @@ # Settings max_agents = 64 num_envs = 2 -device = "cuda" +device = "cpu" num_runs = 1 num_rollouts = 1 init_steps = 10 - -DATA_JSON = "data/processed/wosac/validation_json" -DATA_TFRECORD = "data/processed/wosac/validation_tfrecord" + +DATA_JSON = "data/processed/wosac/validation_json_100" +DATA_TFRECORD = "data/processed/wosac/validation_tfrecord_100" + def get_state(env): ego_state = GlobalEgoState.from_tensor( env.sim.absolute_self_observation_tensor(), backend=env.backend, + device=env.device, ) mean_xy = env.sim.world_means_tensor().to_torch()[:, :2] mean_x = mean_xy[:, 0].unsqueeze(1) mean_y = mean_xy[:, 1].unsqueeze(1) - return ego_state.pos_x+mean_x, ego_state.pos_y+mean_y, ego_state.pos_z, ego_state.rotation_angle, ego_state.id + return ( + ego_state.pos_x + mean_x, + ego_state.pos_y + mean_y, + ego_state.pos_z, + ego_state.rotation_angle, + ego_state.id, + ) def rollout(env, sim_agent): @@ -62,14 +72,12 @@ def rollout(env, sim_agent): pos_x, pos_y, pos_z, heading, _ = get_state(env) - for time_step in range(env.episode_len-1-init_steps): + for time_step in range(env.episode_len - 1 - init_steps): # print(f"\rStep: {time_step}", end="", flush=True) # Predict actions - action, _, _, _ = sim_agent( - next_obs[control_mask], deterministic=False - ) - + action, _, _, _ = sim_agent(next_obs[control_mask]) + action_template = torch.zeros( (num_envs, max_agents), dtype=torch.int64, device=device ) @@ -77,8 +85,7 @@ def rollout(env, sim_agent): # Step env.step_dynamics(action_template) - - + next_obs = env.get_obs() done = env.get_dones() @@ -92,7 +99,6 @@ def rollout(env, sim_agent): _ = done_list.pop() # Generate Scenario - pos_x_stack = torch.stack(pos_x_list, dim=-1).cpu().numpy() pos_y_stack = torch.stack(pos_y_list, dim=-1).cpu().numpy() pos_z_stack = torch.stack(pos_z_list, dim=-1).cpu().numpy() @@ -100,22 +106,19 @@ def rollout(env, sim_agent): done_stack = torch.stack(done_list, dim=-1).cpu().numpy() id = id.cpu().numpy() control_mask = control_mask.cpu().numpy() - - + scenario_rollouts = [] scenario_rollout_masks = [] - for i, scenario_id in enumerate(scenario_ids): + for i, scenario_id in enumerate(scenario_ids): # control_mask_i = id[i] != 0 control_mask_i = control_mask[i] - scenario_rollout_masks.append( - done_stack[i, control_mask_i]==0 - ) + scenario_rollout_masks.append(done_stack[i, control_mask_i] == 0) pos_x_i = pos_x_stack[i, control_mask_i] pos_y_i = pos_y_stack[i, control_mask_i] pos_z_i = pos_z_stack[i, control_mask_i] heading_i = heading_stack[i, control_mask_i] id_i = id[i, control_mask_i] - + simulated_trajectories = [] for a, obj_i_a in enumerate(id_i): simulated_trajectories.append( @@ -130,26 +133,20 @@ def rollout(env, sim_agent): joint_scene = sim_agents_submission_pb2.JointScene( simulated_trajectories=simulated_trajectories ) - + scenario_rollouts.append( sim_agents_submission_pb2.ScenarioRollouts( joint_scenes=[joint_scene], scenario_id=scenario_id, ) ) - - return scenario_ids, scenario_rollouts, scenario_rollout_masks + return scenario_ids, scenario_rollouts, scenario_rollout_masks if __name__ == "__main__": - - # Configs model has been trained with - config = load_config( - # "eval/reliable_agents_params" - "examples/experimental/config/reliable_agents_params" - ) - + config = load_config("baselines/ppo/config/ppo_waypoint").environment + # Configs env_config = dataclasses.replace( EnvConfig(), @@ -160,14 +157,11 @@ def rollout(env, sim_agent): norm_obs=config.norm_obs, dynamics_model=config.dynamics_model, collision_behavior=config.collision_behavior, - dist_to_goal_threshold=config.dist_to_goal_threshold, polyline_reduction_threshold=config.polyline_reduction_threshold, - lidar_obs=config.lidar_obs, - disable_classic_obs=config.lidar_obs, obs_radius=config.obs_radius, steer_actions=torch.round( torch.linspace( - -torch.pi, torch.pi, config.action_space_steer_disc + -torch.pi / 3, torch.pi / 3, config.action_space_steer_disc ), decimals=3, ), @@ -176,11 +170,11 @@ def rollout(env, sim_agent): decimals=3, ), remove_non_vehicles=config.remove_non_vehicles, - # remove_non_vehicles = False, - init_mode = 'womd_tracks_to_predict', - init_steps = init_steps, - goal_behavior='stop', - add_goal_state = False, + init_mode="womd_tracks_to_predict", + init_steps=init_steps, + goal_behavior="stop", + add_reference_path=config.add_reference_path, + add_reference_speed=config.add_reference_speed, ) os.makedirs("videos", exist_ok=True) @@ -194,36 +188,33 @@ def rollout(env, sim_agent): file_prefix="", ) - # Load sim agent trained through naive self-play - sim_agent = NeuralNet.from_pretrained( - "daphne-cornelisse/policy_S10_000_02_27", - max_controlled_agents = max_agents, - config = None, - ).to(device) - + # Load agent + agent = load_agent( + path_to_cpt="checkpoints/model_waypoint_rs__S_100__04_22_19_50_09_856_002083.pt", + ) + env = GPUDriveTorchEnv( config=env_config, data_loader=val_loader, max_cont_agents=max_agents, - device='cuda', + device="cpu", ) wosac_metrics = WOSACMetrics() - for _ in tqdm(range(num_runs)): for _ in range(num_rollouts): - try: - scenario_ids, scenario_rollouts, scenario_rollout_masks \ - = rollout( - env=env, - sim_agent=sim_agent, - ) - except Exception as e: - print(f"Error during rollout: {e}") - continue - + # try: + scenario_ids, scenario_rollouts, scenario_rollout_masks = rollout( + env=env, + sim_agent=agent, + ) + # except Exception as e: + # print(f"Error during rollout: {e}") + # continue + tf_record_paths = [ - os.path.join(DATA_TFRECORD, f"{scenario_id}.tfrecords") for scenario_id in scenario_ids + os.path.join(DATA_TFRECORD, f"{scenario_id}.tfrecords") + for scenario_id in scenario_ids ] wosac_metrics.update( tf_record_paths, @@ -235,8 +226,7 @@ def rollout(env, sim_agent): except Exception as e: break - results = wosac_metrics.compute() - + for key, value in results.items(): - print(f"{key}: {value}") \ No newline at end of file + print(f"{key}: {value}") diff --git a/gpudrive/env/env_torch.py b/gpudrive/env/env_torch.py index f57b378f7..1a2f6090c 100755 --- a/gpudrive/env/env_torch.py +++ b/gpudrive/env/env_torch.py @@ -91,11 +91,10 @@ def __init__( self.num_worlds, self.max_agent_count, backend=self.backend, + device=self.device, ) self.episode_len = self.config.episode_len - self.reference_path_length = ( - self.log_trajectory.pos_xy.shape[2] - self.config.init_steps - ) + self.reference_path_length = self.log_trajectory.pos_xy.shape[2] self.step_in_world = ( self.episode_len - self.sim.steps_remaining_tensor().to_torch() ) @@ -873,7 +872,7 @@ def _get_ego_state(self, mask=None) -> torch.Tensor: if self.config.add_reference_speed: avg_ref_speed = ( - self.log_trajectory.clone().ref_speed.mean(axis=-1) + self.log_trajectory.ref_speed.clone().mean(axis=-1) / constants.MAX_SPEED ) @@ -922,7 +921,7 @@ def _get_ego_state(self, mask=None) -> torch.Tensor: next_step_in_world = torch.clamp( self.step_in_world[:, 0, :].squeeze(-1) + 1, min=0, - max=self.episode_len, + max=self.episode_len - 1, ) time_one_hot = torch.zeros( ( @@ -1598,6 +1597,7 @@ def swap_data_batch(self, data_batch=None): self.num_worlds, self.max_agent_count, backend=self.backend, + device=self.device, ) def _load_vbd_trajectories(self): diff --git a/gpudrive/integrations/puffer/ppo.py b/gpudrive/integrations/puffer/ppo.py index fa5a961fd..3bf2ab1f9 100644 --- a/gpudrive/integrations/puffer/ppo.py +++ b/gpudrive/integrations/puffer/ppo.py @@ -723,7 +723,7 @@ def save_checkpoint(data, save_checkpoint_to_wandb=True): "action_dim": data.uncompiled_policy.action_dim, "exp_id": config.exp_id, "num_params": config.network["num_parameters"], - "config": config, + "config": data.policy.config, } torch.save(state, model_path) diff --git a/gpudrive/utils/checkpoint.py b/gpudrive/utils/checkpoint.py index 43c2215e3..cc76a1f20 100644 --- a/gpudrive/utils/checkpoint.py +++ b/gpudrive/utils/checkpoint.py @@ -1,6 +1,7 @@ import torch from gpudrive.networks.late_fusion import NeuralNet +from gpudrive.networks.agents import Agent def load_policy(path_to_cpt, model_name, device, env_config=None): @@ -27,3 +28,32 @@ def load_policy(path_to_cpt, model_name, device, env_config=None): policy.load_state_dict(saved_cpt["parameters"]) return policy.eval() + + +def load_agent(path_to_cpt): + """ + Load a trained agent from checkpoint file and return it in evaluation mode. + + Args: + path_to_cpt: Path to the checkpoint file (.pt) + + Returns: + The loaded agent model set to evaluation mode + """ + # Load .pt checkpoint file + saved_cpt = torch.load( + f=path_to_cpt, + weights_only=False, + ) + + # Create policy architecture from saved checkpoint + agent = Agent( + config=saved_cpt["config"], + embed_dim=saved_cpt["model_arch"]["embed_dim"], + action_dim=saved_cpt["action_dim"], + ) + + # Load the model parameters + agent.load_state_dict(saved_cpt["parameters"]) + + return agent.eval() From 751cac6477e8152c2c32e52a90e185236308db00 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Wed, 23 Apr 2025 19:59:20 -0400 Subject: [PATCH 12/16] Revert episode length to T-1 --- baselines/ppo/config/ppo_waypoint.yaml | 12 ++++++------ examples/eval/run_eval.py | 2 +- gpudrive/env/env_torch.py | 6 +++--- src/consts.hpp | 2 +- 4 files changed, 11 insertions(+), 11 deletions(-) diff --git a/baselines/ppo/config/ppo_waypoint.yaml b/baselines/ppo/config/ppo_waypoint.yaml index 602bd9aa5..24b95d655 100644 --- a/baselines/ppo/config/ppo_waypoint.yaml +++ b/baselines/ppo/config/ppo_waypoint.yaml @@ -2,14 +2,14 @@ mode: "train" use_rnn: false eval_model_path: null baseline: false -data_dir: data/processed/wosac/validation_json_100 +data_dir: data/processed/wosac/validation_json_1 continue_training: false model_cpt: null environment: # Overrides default environment configs (see pygpudrive/env/config.py) name: "gpudrive" num_worlds: 100 # Number of parallel environments - k_unique_scenes: 100 # Number of unique scenes to sample from + k_unique_scenes: 1 # Number of unique scenes to sample from max_controlled_agents: 64 # Maximum number of agents controlled by the model. Make sure this aligns with the variable kMaxAgentCount in src/consts.hpp ego_state: true road_map_obs: true @@ -84,7 +84,7 @@ train: clip_coef: 0.2 clip_vloss: false vf_clip_coef: 0.2 - ent_coef: 0.001 + ent_coef: 0.005 vf_coef: 0.5 max_grad_norm: 0.5 target_kl: null @@ -106,10 +106,10 @@ train: checkpoint_path: "./runs" # # # Rendering # # # - render: false # Determines whether to render the environment (note: will slow down training) + render: true # Determines whether to render the environment (note: will slow down training) render_3d: false # Render simulator state in 3d or 2d - render_interval: 150 # Render every k iterations - render_k_scenarios: 2 # Number of scenarios to render + render_interval: 200 # Render every k iterations + render_k_scenarios: 1 # Number of scenarios to render render_format: "mp4" # Options: gif, mp4 render_fps: 20 # Frames per second zoom_radius: 100 diff --git a/examples/eval/run_eval.py b/examples/eval/run_eval.py index cb1c13f67..3cb072bc7 100644 --- a/examples/eval/run_eval.py +++ b/examples/eval/run_eval.py @@ -72,7 +72,7 @@ def rollout(env, sim_agent): pos_x, pos_y, pos_z, heading, _ = get_state(env) - for time_step in range(env.episode_len - 1 - init_steps): + for time_step in range(env.episode_len - init_steps): # print(f"\rStep: {time_step}", end="", flush=True) # Predict actions diff --git a/gpudrive/env/env_torch.py b/gpudrive/env/env_torch.py index 1a2f6090c..bab31dc72 100755 --- a/gpudrive/env/env_torch.py +++ b/gpudrive/env/env_torch.py @@ -94,7 +94,7 @@ def __init__( device=self.device, ) self.episode_len = self.config.episode_len - self.reference_path_length = self.log_trajectory.pos_xy.shape[2] + self.reference_path_length = self.log_trajectory.pos_xy.shape[2] self.step_in_world = ( self.episode_len - self.sim.steps_remaining_tensor().to_torch() ) @@ -921,7 +921,7 @@ def _get_ego_state(self, mask=None) -> torch.Tensor: next_step_in_world = torch.clamp( self.step_in_world[:, 0, :].squeeze(-1) + 1, min=0, - max=self.episode_len - 1, + max=self.episode_len, ) time_one_hot = torch.zeros( ( @@ -1754,7 +1754,7 @@ def get_scenario_ids(self): print(highlight_agent) - for t in range(10): + for t in range(90): print(f"Step: {t+1}") # Step the environment diff --git a/src/consts.hpp b/src/consts.hpp index 0768e9cd0..d5e76b834 100644 --- a/src/consts.hpp +++ b/src/consts.hpp @@ -31,7 +31,7 @@ inline constexpr float rewardPerDist = 0.05f; inline constexpr float slackReward = -0.005f; // Steps per episode -inline constexpr int32_t episodeLen = 91; +inline constexpr int32_t episodeLen = 90; // Number of lidar samples, arranged in circle around agent inline constexpr madrona::CountT numLidarSamples = 50; From 6109dbfd9e619223e6d8c1ab0c5bca47bc776b74 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Thu, 24 Apr 2025 10:02:14 -0400 Subject: [PATCH 13/16] Add trained policy and wosac eval baseline comparison pipeline --- ...nt_rs__S_100__04_22_19_50_09_856_002083.pt | Bin 1079762 -> 0 bytes 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zwQpN}{}}E){xLiuFtF1&qony&PD388=?ywQz{IoV4=_Ahv)n|C<@Mw*y2PdchKy%jRAH$RRKZYC0KZZwZ z299S=E&muEt$DO+@tOVut>q6eJX+&wP_NNHhEvDCH9T4~u+zBb`N!}CbY{;R_5PO! zoa_0=@Mz7u{a0lA$8fLnkKxgpft|*A#6N~dYaSf7z4to=`f5!J{}>*hEm$?_^lwVv zK^o@?-^Q5mXwB-!sNFw?+s;3RM{E8~(>&uJ!=p7SA+i_yx2EL}Fg#jwQE7c>{}|45 z{;lEBnt`3heZfD5M{7cyxGw!$)>k=O{s6-Dv!U8ygIYtFwlJX$lb)41dK$M9&)-;;m( zTH|cNKZZwZ{+?sg7sIjSAH$vt#K0ey;I_=|6vjGhIXk|NBR) z4x;}DvhKgX`u)3r{(t?&s) 1\u001b[0m table \u001b[38;5;241m=\u001b[39m \u001b[43mdisplay_wosac_table\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2\u001b[0m display(table);\n", + "\u001b[0;31mTypeError\u001b[0m: display_wosac_table() missing 1 required positional argument: 'data_dir'" + ] + } + ], + "source": [ + "table = display_wosac_table()\n", + "display(table);" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "

" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "radar_fig = create_radar_chart(data_dir='/home/emerge/gpudrive/examples/eval/figures_data')\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "gpudrive", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/eval/wosac_eval.py b/examples/eval/wosac_eval.py index 4a43c2953..d064d1ad6 100644 --- a/examples/eval/wosac_eval.py +++ b/examples/eval/wosac_eval.py @@ -1,12 +1,13 @@ -import itertools -import multiprocessing as mp -import os from pathlib import Path -from typing import Dict, List +from typing import Dict, List, Optional import tensorflow as tf + # import waymo_open_dataset.wdl_limited.sim_agents_metrics.metrics as wosac_metrics import wosac_metrics.metrics as wosac_metrics +import pandas as pd +import numpy as np +import datetime from google.protobuf import text_format from torch import Tensor, tensor @@ -20,15 +21,31 @@ class WOSACMetrics(Metric): """ - validation metrics based on ground truth trajectory, using waymo_open_dataset api + Validation metrics based on ground truth trajectories, using waymo_open_dataset api. + https://waymo.com/open/challenges/2025/sim-agents/ """ - def __init__(self, prefix: str = "", ego_only: bool = False) -> None: + def __init__( + self, + prefix: str = "", + ego_only: bool = False, + baselines_df: Optional[pd.DataFrame] = None, + save_table_with_baselines: bool = True, + ) -> None: super().__init__() self.is_mp_init = False self.prefix = prefix self.ego_only = ego_only self.wosac_config = wosac_metrics.load_metrics_config() + self.save_table_with_baselines = save_table_with_baselines + + # Initialize baseline df if not provided + if baselines_df is None: + self.baselines_df = self._create_baselines_df() + else: + self.baselines_df = baselines_df + + self.timestamp = datetime.datetime.now().strftime("%Y-%m-%d %H") self.field_names = [ "metametric", @@ -48,15 +65,111 @@ def __init__(self, prefix: str = "", ego_only: bool = False) -> None: ] for k in self.field_names: self.add_state(k, default=tensor(0.0), dist_reduce_fx="sum") - self.add_state("scenario_counter", default=tensor(0.0), dist_reduce_fx="sum") + self.add_state( + "scenario_counter", default=tensor(0.0), dist_reduce_fx="sum" + ) tf.config.set_visible_devices([], "GPU") + def _create_baselines_df(self) -> pd.DataFrame: + """Create a DataFrame with baseline metrics based on the provided table.""" + columns = [ + "AGENT POLICY", + "REPLAN RATE (Hz)", + "LINEAR SPEED (↑)", + "LINEAR ACCEL. (↑)", + "ANG. SPEED (↑)", + "ANG. ACCEL. (↑)", + "DIST. TO OBJ. (↑)", + "COLLISION (↑)", + "TTC (↑)", + "DIST. TO ROAD EDGE (↑)", + "OFFROAD (↑)", + "COMPOSITE METRIC (↑)", + "ADE (↓)", + "MINADE (↓)", + "COLLISION RATE (↓)", + "OFFROAD RATE (↓)", + ] + + data = [ + # Logged Oracle values + [ + "Logged oracle", + "-", + 0.476, + 0.478, + 0.578, + 0.694, + 0.476, + 1.000, + 0.883, + 0.715, + 1.000, + 0.819, + 0.000, + 0.000, + 0.028, + 0.111, + ], + # Versatile Behavior Diffusion + [ + "VBD", + 0.125, + 0.359, + 0.366, + 0.420, + 0.522, + 0.368, + 0.934, + 0.815, + 0.651, + 0.879, + 0.720, + 2.257, + 1.474, + 0.036, + 0.152, + ], + ] + + # Other rows from the table can be added as needed + data.extend( + [ + [ + "Random agent", + 10, + 0.002, + 0.116, + 0.014, + 0.034, + 0.000, + 0.000, + 0.735, + 0.148, + 0.191, + 0.144, + 50.739, + 50.706, + 1.000, + 0.613, + ], + ] + ) + + return pd.DataFrame(data, columns=columns) + @staticmethod def _compute_scenario_metrics( - config, scenario_file, scenario_rollout, ego_only, scenario_rollouts_mask=None + config, + scenario_file, + scenario_rollout, + ego_only, + scenario_rollouts_mask=None, ) -> sim_agents_metrics_pb2.SimAgentMetrics: scenario = scenario_pb2.Scenario() - for data in tf.data.TFRecordDataset([scenario_file], compression_type=""): + for data in tf.data.TFRecordDataset( + [scenario_file], compression_type="" + ): scenario.ParseFromString(bytes(data.numpy())) break if ego_only: @@ -66,32 +179,44 @@ def _compute_scenario_metrics( scenario.tracks[i].states[t].valid = False while len(scenario.tracks_to_predict) > 1: scenario.tracks_to_predict.pop() - scenario.tracks_to_predict[0].track_index = scenario.sdc_track_index + scenario.tracks_to_predict[ + 0 + ].track_index = scenario.sdc_track_index return wosac_metrics.compute_scenario_metrics_for_bundle( - config, scenario, scenario_rollout, scenario_rollouts_mask=scenario_rollouts_mask + config, + scenario, + scenario_rollout, + scenario_rollouts_mask=scenario_rollouts_mask, ) def update( self, scenario_files: List[str], scenario_rollouts: List[sim_agents_submission_pb2.ScenarioRollouts], - scenario_rollout_masks = None, + scenario_rollout_masks=None, ) -> None: if scenario_rollout_masks is None: scenario_rollout_masks = [None] * len(scenario_rollouts) pool_scenario_metrics = [] - for _scenario, _scenario_rollout, _scenario_mask in zip(scenario_files, scenario_rollouts, scenario_rollout_masks): + for _scenario, _scenario_rollout, _scenario_mask in zip( + scenario_files, scenario_rollouts, scenario_rollout_masks + ): try: pool_scenario_metrics.append( self._compute_scenario_metrics( - self.wosac_config, _scenario, _scenario_rollout, self.ego_only, + self.wosac_config, + _scenario, + _scenario_rollout, + self.ego_only, # scenario_rollouts_mask=_scenario_mask ) ) except Exception as e: - print(f"Error processing scenario {_scenario_rollout.scenario_id}") + print( + f"Error processing scenario {_scenario_rollout.scenario_id}" + ) print(e) for scenario_metrics in pool_scenario_metrics: @@ -100,11 +225,15 @@ def update( self.average_displacement_error += ( scenario_metrics.average_displacement_error ) - self.linear_speed_likelihood += scenario_metrics.linear_speed_likelihood + self.linear_speed_likelihood += ( + scenario_metrics.linear_speed_likelihood + ) self.linear_acceleration_likelihood += ( scenario_metrics.linear_acceleration_likelihood ) - self.angular_speed_likelihood += scenario_metrics.angular_speed_likelihood + self.angular_speed_likelihood += ( + scenario_metrics.angular_speed_likelihood + ) self.angular_acceleration_likelihood += ( scenario_metrics.angular_acceleration_likelihood ) @@ -126,8 +255,12 @@ def update( self.min_average_displacement_error += ( scenario_metrics.min_average_displacement_error ) - self.simulated_collision_rate += scenario_metrics.simulated_collision_rate - self.simulated_offroad_rate += scenario_metrics.simulated_offroad_rate + self.simulated_collision_rate += ( + scenario_metrics.simulated_collision_rate + ) + self.simulated_offroad_rate += ( + scenario_metrics.simulated_offroad_rate + ) def compute(self) -> Dict[str, Tensor]: metrics_dict = {} @@ -152,5 +285,57 @@ def compute(self) -> Dict[str, Tensor]: for k in self.field_names: out_dict[f"{self.prefix}/wosac_likelihood/{k}"] = metrics_dict[k] + if self.save_table_with_baselines: + self._add_current_method_to_baselines(metrics_dict, final_metrics) + + table_name = f"wosac_table_{self.timestamp}.csv" + self.baselines_df.to_csv(table_name, index=False) + print(f"Saved df to {table_name}") + return out_dict + def _add_current_method_to_baselines(self, metrics_dict, final_metrics): + """Add the current method's metrics to the baselines dataframe.""" + new_row = { + "AGENT POLICY": "Guided self-play (ours)", + "REPLAN RATE (Hz)": 10, + "LINEAR SPEED (↑)": metrics_dict["linear_speed_likelihood"].item(), + "LINEAR ACCEL. (↑)": metrics_dict[ + "linear_acceleration_likelihood" + ].item(), + "ANG. SPEED (↑)": metrics_dict["angular_speed_likelihood"].item(), + "ANG. ACCEL. (↑)": metrics_dict[ + "angular_acceleration_likelihood" + ].item(), + "DIST. TO OBJ. (↑)": metrics_dict[ + "distance_to_nearest_object_likelihood" + ].item(), + "COLLISION (↑)": metrics_dict[ + "collision_indication_likelihood" + ].item(), + "TTC (↑)": metrics_dict["time_to_collision_likelihood"].item(), + "DIST. TO ROAD EDGE (↑)": metrics_dict[ + "distance_to_road_edge_likelihood" + ].item(), + "OFFROAD (↑)": metrics_dict[ + "offroad_indication_likelihood" + ].item(), + "COMPOSITE METRIC (↑)": final_metrics.realism_meta_metric, + "ADE (↓)": metrics_dict["average_displacement_error"].item(), + "MINADE (↓)": metrics_dict[ + "min_average_displacement_error" + ].item(), + "COLLISION RATE (↓)": metrics_dict[ + "simulated_collision_rate" + ].item(), + "OFFROAD RATE (↓)": metrics_dict["simulated_offroad_rate"].item(), + } + + self.baselines_df = pd.concat( + [self.baselines_df, pd.DataFrame([new_row])], ignore_index=True + ) + + # Optional: Sort the dataframe by a performance metric, such as COMPOSITE METRIC + self.baselines_df = self.baselines_df.sort_values( + by="COMPOSITE METRIC (↑)", ascending=False + ) From 6166bbe2caa83eb4a85e3e1dad4475e5a3d57528 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Thu, 24 Apr 2025 10:07:11 -0400 Subject: [PATCH 14/16] path fix --- examples/eval/notebooks/wosac_results.ipynb | 160 +++++++++++++++++--- 1 file changed, 143 insertions(+), 17 deletions(-) diff --git a/examples/eval/notebooks/wosac_results.ipynb b/examples/eval/notebooks/wosac_results.ipynb index 426c09bf0..e76e80422 100644 --- a/examples/eval/notebooks/wosac_results.ipynb +++ b/examples/eval/notebooks/wosac_results.ipynb @@ -15,7 +15,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 28, "metadata": {}, "outputs": [], "source": [ @@ -82,7 +82,7 @@ " categories = [col.replace(' (↑)', '').replace(' (↓)', '') for col in key_metrics]\n", " N = len(categories)\n", " \n", - " fig = plt.figure(figsize=(10, 8))\n", + " fig = plt.figure(figsize=(6, 5))\n", " ax = plt.subplot(111, polar=True)\n", " \n", " angles = [n / float(N) * 2 * np.pi for n in range(N)]\n", @@ -90,7 +90,7 @@ " \n", " top_policies = df.sort_values(\"COMPOSITE METRIC (↑)\", ascending=False).head(5).index\n", " \n", - " colors = plt.cm.viridis(np.linspace(0, 1, len(top_policies)))\n", + " colors = plt.cm.tab10(np.linspace(0, 1, len(top_policies)))\n", " \n", " for i, policy in enumerate(top_policies):\n", " values = radar_df.loc[policy].values.flatten().tolist()\n", @@ -113,36 +113,162 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 29, "metadata": {}, "outputs": [ { - "ename": "TypeError", - "evalue": "display_wosac_table() missing 1 required positional argument: 'data_dir'", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[20], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m table \u001b[38;5;241m=\u001b[39m \u001b[43mdisplay_wosac_table\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2\u001b[0m display(table);\n", - "\u001b[0;31mTypeError\u001b[0m: display_wosac_table() missing 1 required positional argument: 'data_dir'" + "name": "stdout", + "output_type": "stream", + "text": [ + "Using file: ../figures_data/wosac_table_2025-04-24 09.csv\n" ] + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 REPLAN RATE (Hz)LINEAR SPEED (↑)LINEAR ACCEL. (↑)ANG. SPEED (↑)ANG. ACCEL. (↑)DIST. TO OBJ. (↑)COLLISION (↑)TTC (↑)DIST. TO ROAD EDGE (↑)OFFROAD (↑)COMPOSITE METRIC (↑)ADE (↓)MINADE (↓)COLLISION RATE (↓)OFFROAD RATE (↓)
AGENT POLICY               
Logged oracle-0.4760.4780.5780.6940.4761.0000.8830.7151.0000.8190.0000.0000.0280.111
Guided self-play (ours)100.5890.3660.6290.4460.3760.9990.9890.5310.9990.7910.8730.8730.0000.000
VBD0.1250.3590.3660.4200.5220.3680.9340.8150.6510.8790.7202.2571.4740.0360.152
Random agent100.0020.1160.0140.0340.0000.0000.7350.1480.1910.14450.73950.7061.0000.613
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "table = display_wosac_table()\n", + "table = display_wosac_table(data_dir=\"../figures_data\")\n", "display(table);" ] }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 30, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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"text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -150,7 +276,7 @@ } ], "source": [ - "radar_fig = create_radar_chart(data_dir='/home/emerge/gpudrive/examples/eval/figures_data')\n", + "radar_fig = create_radar_chart(data_dir='../figures_data')\n", "plt.show()\n" ] }, From 754201f409426aa2ab96c00f7e135c0024dd29ee Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Thu, 24 Apr 2025 10:17:02 -0400 Subject: [PATCH 15/16] Clean up eval pipeline --- examples/eval/run_eval.py | 95 ++++++++++++++++++++------------------- 1 file changed, 49 insertions(+), 46 deletions(-) diff --git a/examples/eval/run_eval.py b/examples/eval/run_eval.py index 3cb072bc7..0a7e4f654 100644 --- a/examples/eval/run_eval.py +++ b/examples/eval/run_eval.py @@ -1,43 +1,24 @@ import torch import dataclasses import os +import sys import mediapy -import numpy as np from tqdm import tqdm -import json - -from gpudrive.networks.late_fusion import NeuralNet from gpudrive.env.config import EnvConfig from gpudrive.env.env_torch import GPUDriveTorchEnv -from gpudrive.visualize.utils import img_from_fig from gpudrive.env.dataset import SceneDataLoader -from gpudrive.utils.config import load_config from gpudrive.datatypes.observation import GlobalEgoState from gpudrive.utils.checkpoint import load_agent # WOSAC -import sys -import os - sys.path.append(os.path.dirname(os.path.dirname(os.path.abspath(__file__)))) from waymo_open_dataset.protos import sim_agents_submission_pb2 from eval.wosac_eval import WOSACMetrics -# Settings -max_agents = 64 -num_envs = 2 -device = "cpu" -num_runs = 1 -num_rollouts = 1 -init_steps = 10 - -DATA_JSON = "data/processed/wosac/validation_json_100" -DATA_TFRECORD = "data/processed/wosac/validation_tfrecord_100" - - def get_state(env): + """Obtain raw agent states.""" ego_state = GlobalEgoState.from_tensor( env.sim.absolute_self_observation_tensor(), backend=env.backend, @@ -55,8 +36,15 @@ def get_state(env): ) -def rollout(env, sim_agent): - frames = {f"env_{i}": [] for i in range(num_envs)} +def rollout( + env, + sim_agent, + init_steps, + num_envs, + max_agents, + device, +): + """Rollout agent in the environment and return the scenario rollouts.""" next_obs = env.reset() @@ -73,7 +61,6 @@ def rollout(env, sim_agent): pos_x, pos_y, pos_z, heading, _ = get_state(env) for time_step in range(env.episode_len - init_steps): - # print(f"\rStep: {time_step}", end="", flush=True) # Predict actions action, _, _, _ = sim_agent(next_obs[control_mask]) @@ -145,7 +132,35 @@ def rollout(env, sim_agent): if __name__ == "__main__": - config = load_config("baselines/ppo/config/ppo_waypoint").environment + + # Settings + MAX_AGENTS = 64 + NUM_ENVS = 1 + DEVICE = "cpu" + NUM_BATCHES = 1 + NUM_ROLLOUTS = 10 + INIT_STEPS = 10 + DATASET_SIZE = 100 + + DATA_JSON = "data/processed/wosac/validation_json_1" + DATA_TFRECORD = "data/processed/wosac/validation_tfrecord_1" + + # Create data loader + val_loader = SceneDataLoader( + root=DATA_JSON, + batch_size=NUM_ENVS, + dataset_size=DATASET_SIZE, + sample_with_replacement=True, + file_prefix="", + ) + + # Load agent + agent = load_agent( + path_to_cpt="checkpoints/model_waypoint_rs__S_1__04_23_19_37_26_618_003500.pt", + ) + + # Obtain config directly from the agent checkpoint + config = agent.config # Configs env_config = dataclasses.replace( @@ -171,42 +186,30 @@ def rollout(env, sim_agent): ), remove_non_vehicles=config.remove_non_vehicles, init_mode="womd_tracks_to_predict", - init_steps=init_steps, + init_steps=INIT_STEPS, goal_behavior="stop", add_reference_path=config.add_reference_path, add_reference_speed=config.add_reference_speed, ) - os.makedirs("videos", exist_ok=True) - - # Create data loader - val_loader = SceneDataLoader( - root=DATA_JSON, - batch_size=num_envs, - dataset_size=100, - sample_with_replacement=True, - file_prefix="", - ) - - # Load agent - agent = load_agent( - path_to_cpt="checkpoints/model_waypoint_rs__S_100__04_22_19_50_09_856_002083.pt", - ) - env = GPUDriveTorchEnv( config=env_config, data_loader=val_loader, - max_cont_agents=max_agents, - device="cpu", + max_cont_agents=MAX_AGENTS, + device=DEVICE, ) wosac_metrics = WOSACMetrics() - for _ in tqdm(range(num_runs)): - for _ in range(num_rollouts): + for _ in tqdm(range(NUM_BATCHES)): + for _ in range(NUM_ROLLOUTS): # try: scenario_ids, scenario_rollouts, scenario_rollout_masks = rollout( env=env, sim_agent=agent, + init_steps=INIT_STEPS, + num_envs=NUM_ENVS, + max_agents=MAX_AGENTS, + device=DEVICE, ) # except Exception as e: # print(f"Error during rollout: {e}") From 1d8ea40a72621e68f3e1b498c6009edfcb7c35f7 Mon Sep 17 00:00:00 2001 From: Daphne Cornelisse Date: Thu, 24 Apr 2025 10:30:23 -0400 Subject: [PATCH 16/16] Rename --- examples/eval/{run_eval.py => run_wosac_eval.py} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename examples/eval/{run_eval.py => run_wosac_eval.py} (100%) diff --git a/examples/eval/run_eval.py b/examples/eval/run_wosac_eval.py similarity index 100% rename from examples/eval/run_eval.py rename to examples/eval/run_wosac_eval.py

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