diff --git a/examples/README.md b/examples/README.md index 1836f9aa..6994fa63 100644 --- a/examples/README.md +++ b/examples/README.md @@ -234,4 +234,9 @@ python mighty/run_mighty.py --config-path=../examples --config-name=hypersweeper ## Logging & Plotting We have an example notebook that shows you how to load and plot the default Mighty logs. Apart from these, you can also use Tensorboard or W&B for your plotting needs, though for these you should refer to their own documentations. You can run this notebook to produce new runs for plotting, use randomly generated example data or load your own data into it. -For now these examples are focused on single-task learning instead of generalization or multi-task RL, but we plan on expanding them. + +We also include an example on how to examine generalization behavior. This example can be run using the following command: +```bash +sh examples/run_generalization_protocol.sh +``` +You can also simply inspect the existing runs in the associated [notebook](./plot_carl_generalization_example.ipynb). There you'll see a comparison of different training distributions on a larger test context distribution for two context features of CARLCartPole. \ No newline at end of file diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/config.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/config.yaml new file mode 100644 index 00000000..e211e88f --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/config.yaml @@ -0,0 +1,53 @@ +runner: standard +debug: false +seed: 42 +output_dir: examples/carl_generalization_example +wandb_project: null +tensorboard_file: null +experiment_name: carl_cartpole_generalization_mode_a/seed +algorithm_kwargs: + rescale_action: false + tanh_squash: false + rollout_buffer_class: + _target_: mighty.mighty_replay.MightyRolloutBuffer + rollout_buffer_kwargs: + buffer_size: 2048 + gamma: 0.99 + gae_lambda: 0.95 + obs_shape: ??? + act_dim: ??? + n_envs: ??? + discrete_action: ??? + learning_rate: 0.0003 + batch_size: 2048 + gamma: 0.99 + ppo_clip: 0.2 + value_loss_coef: 0.5 + entropy_coef: 0.01 + max_grad_norm: 0.5 + hidden_sizes: + - 256 + - 256 + activation: tanh + n_gradient_steps: 1 + n_epochs: 10 + minibatch_size: 128 + kl_target: null + use_value_clip: true + policy_class: mighty.mighty_exploration.StochasticPolicy + policy_kwargs: + entropy_coefficient: 0.0 +eval_every_n_steps: 5000.0 +n_episodes_eval: 10 +checkpoint: null +save_model_every_n_steps: 1000 +cluster: {} +algorithm: PPO +num_steps: 250000 +env: CARLCartPole +env_kwargs: + load_contexts: examples/carl_generalization_example/context_sets/train_contexts_a.json + load_eval_contexts: examples/carl_generalization_example/context_sets/eval_contexts_a.json +env_wrappers: +- mighty.mighty_utils.wrappers.FlattenVecObs +num_envs: 64 diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/hydra.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/hydra.yaml new file mode 100644 index 00000000..d9b7fc92 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/hydra.yaml @@ -0,0 +1,189 @@ +hydra: + run: + dir: ${output_dir}/${experiment_name}_${seed} + sweep: + dir: ${output_dir}/${experiment_name}_${seed} + subdir: ${hydra.job.num} + launcher: + _target_: hydra._internal.core_plugins.basic_launcher.BasicLauncher + sweeper: + _target_: hydra._internal.core_plugins.basic_sweeper.BasicSweeper + max_batch_size: null + params: null + help: + app_name: Mighty-DACs + header: '== ${hydra.help.app_name} == + + The Mighty cRL library you''ve been looking for!' + footer: 'Powered by Hydra (https://hydra.cc) + + Use --hydra-help to view Hydra specific help' + template: "${hydra.help.header}\n\n== Configuration groups ==\nCompose your configuration\ + \ from those algorithms (algorithm=dqn)\n\n$APP_CONFIG_GROUPS\n\n== Common Hyperparameters\ + \ ==\n* debug: flag to toggle debug output (default: false)\n*\ + \ seed: Which seed to use (default: 0)\n* output_dir: \ + \ Where to store result data (default: /tmp)\n hydra specific\ + \ information will be in \"output_dir/year-month-day/timestamp/.hydra\"\n\n\ + * wandb_project: For wandb integration (default: null)\n* tensorboard_file:\ + \ For tensorboard integration (default: null)\n* experiment_name: The folder\ + \ in which the specific experiment data is to be stored.\n \ + \ I.e. the path will be \"output_dir/experiment_name\"\n\n* algorithm_kwargs:\ + \ A dictionary to specify hyperparameter settings to the algorithms.\n \ + \ Will be overwritten/populated with the choice of algorithm.\n\ + * num_steps: Maximum number of steps in the environment before episode\ + \ ends. (default: 1000000)\n* env: The environment string name\ + \ to use, e.g., MountainCarContinuous (default: CartPole-v1)\n \ + \ For gym environments please see https://www.gymlibrary.ml/ (simple\ + \ control environments are by\n default supported)\n \ + \ For DACBench environments please see https://github.com/automl/DACBench\n\ + \ For CARL environments please see https://github.com/automl/CARL\n\ + * env_kwargs: Dict to modify environment parameters. Note: Currently\ + \ only supported for CARL envs\n* env_warppers: List of wrapper classes\ + \ to apply to the environment. (default: [])\n\n* eval_every_n_steps: Training\ + \ steps interval after which the agent is evaluated on a separate eval_env,\ + \ i.e., a \n second copy of the training env (default:\ + \ 1000)\n* n_episodes_eval: Training episodes interval after which the agent\ + \ is evlauted on a separate eval_env, i.e., a \n second\ + \ copy of the training environment (default: null)\n* checkpoint: Path\ + \ to load a checkpointed model from. This allows to contnue training. If unset\ + \ a new model is\n trained from scratch (default: null)\n\ + \n== Config ==\nAny key=value argument can be overridden (use dots for.nested=overrides),\ + \ for example:\npython mighty/run_mighty.py 'algorithm=ppo' 'env=MountainCarContinuous'\ + \ 'num_steps=1000' 'algorithm_kwargs.learning_rate=0.1'\nor\npython mighty/run_mighty.py\ + \ 'algorithm=dqn' 'env=SigmoidBenchmark' 'num_steps=100000'\n\nThis is the configuration\ + \ that was generated for this run:\n-------\n$CONFIG\n-------\n\n${hydra.help.footer}" + hydra_help: + template: 'Hydra (${hydra.runtime.version}) + + See https://hydra.cc for more info. + + + == Flags == + + $FLAGS_HELP + + + == Configuration groups == + + Compose your configuration from those groups (For example, append hydra/job_logging=disabled + to command line) + + + $HYDRA_CONFIG_GROUPS + + + Use ''--cfg hydra'' to Show the Hydra config. + + ' + hydra_help: ??? + hydra_logging: + version: 1 + formatters: + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(purple)sHYDRA%(reset)s] %(message)s' + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + root: + level: INFO + handlers: + - console + disable_existing_loggers: false + job_logging: + version: 1 + formatters: + simple: + format: '[%(asctime)s][%(name)s][%(levelname)s] - %(message)s' + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(blue)s%(name)s%(reset)s][%(log_color)s%(levelname)s%(reset)s] + - %(message)s' + log_colors: + DEBUG: purple + INFO: green + WARNING: yellow + ERROR: red + CRITICAL: red + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + file: + class: logging.FileHandler + formatter: simple + filename: ${hydra.job.name}.log + root: + level: INFO + handlers: + - console + - file + disable_existing_loggers: false + env: {} + mode: RUN + searchpath: [] + callbacks: {} + output_subdir: .hydra + overrides: + hydra: + - hydra.mode=RUN + task: + - algorithm=ppo + - env=CARLCartPole + - seed=42 + - num_steps=250000 + - env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] + - algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 + - +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json + - +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_a.json + - output_dir=examples/carl_generalization_example + - experiment_name=carl_cartpole_generalization_mode_a/seed + job: + name: run_mighty + chdir: null + override_dirname: +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json,+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_a.json,algorithm=ppo,algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048,env=CARLCartPole,env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs],experiment_name=carl_cartpole_generalization_mode_a/seed,num_steps=250000,output_dir=examples/carl_generalization_example,seed=42 + id: ??? + num: ??? + config_name: base + env_set: {} + env_copy: [] + config: + override_dirname: + kv_sep: '=' + item_sep: ',' + exclude_keys: [] + runtime: + version: 1.3.2 + version_base: '1.3' + cwd: /Users/theeimer/Documents/git/Mighty-DACS + config_sources: + - path: hydra.conf + schema: pkg + provider: hydra + - path: /Users/theeimer/Documents/git/Mighty-DACS/mighty/configs + schema: file + provider: main + - path: hydra_plugins.hydra_colorlog.conf + schema: pkg + provider: hydra-colorlog + - path: '' + schema: structured + provider: schema + output_dir: /Users/theeimer/Documents/git/Mighty-DACS/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42 + choices: + environment: pufferlib_ocean/bandit + algorithm: ppo + cluster: local + hydra/env: default + hydra/callbacks: null + hydra/job_logging: colorlog + hydra/hydra_logging: colorlog + hydra/hydra_help: default + hydra/help: mighty_help + hydra/sweeper: basic + hydra/launcher: basic + hydra/output: default + verbose: false diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/overrides.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/overrides.yaml new file mode 100644 index 00000000..49d34783 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/.hydra/overrides.yaml @@ -0,0 +1,10 @@ +- algorithm=ppo +- env=CARLCartPole +- seed=42 +- num_steps=250000 +- env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] +- algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 +- +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json +- +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_a.json +- output_dir=examples/carl_generalization_example +- experiment_name=carl_cartpole_generalization_mode_a/seed diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/optimizer.pt b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/optimizer.pt new file mode 100644 index 00000000..df1ddab2 Binary files /dev/null and b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/optimizer.pt differ diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/policy_head.pt b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/policy_head.pt new file mode 100644 index 00000000..500bec42 Binary files /dev/null and b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/policy_head.pt differ diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/value_head.pt b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/value_head.pt new file mode 100644 index 00000000..4e78c904 Binary files /dev/null and b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000/value_head.pt differ diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/eval_results.csv b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/eval_results.csv new file mode 100644 index 00000000..3b536ee1 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/eval_results.csv @@ -0,0 +1,51 @@ +,step,seed,eval_episodes,mean_eval_step_reward,mean_eval_reward,instances +0,5000,42,[1.],[1.],14.0,1 +1,10000,42,[1.],[1.],17.0,2 +2,15000,42,[1.],[1.],22.0,3 +3,20000,42,[1.],[1.],16.0,4 +4,25000,42,[1.],[1.],10.0,5 +5,30000,42,[1.],[1.],16.0,6 +6,35000,42,[1.],[1.],18.0,7 +7,40000,42,[1.],[1.],16.0,8 +8,45000,42,[1.],[1.],11.0,9 +9,50000,42,[1.],[1.],22.0,10 +10,55000,42,[1.],[1.],18.0,11 +11,60000,42,[1.],[1.],12.0,12 +12,65000,42,[1.],[1.],11.0,13 +13,70000,42,[1.],[1.],15.0,14 +14,75000,42,[1.],[1.],26.0,15 +15,80000,42,[1.],[1.],11.0,16 +16,85000,42,[1.],[1.],19.0,17 +17,90000,42,[1.],[1.],58.0,18 +18,95000,42,[1.],[1.],151.0,19 +19,100000,42,[1.],[1.],122.0,20 +20,105000,42,[1.],[1.],109.0,21 +21,110000,42,[1.],[1.],128.0,22 +22,115000,42,[1.],[1.],493.0,23 +23,120000,42,[1.],[1.],194.0,24 +24,125000,42,[1.],[1.],500.0,25 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b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/hyperparameters.csv new file mode 100644 index 00000000..331805b2 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/hyperparameters.csv @@ -0,0 +1,2 @@ +,step,hp/lr,hp/pi_epsilon,hp/batch_size,hp/learning_starts,meta_modules +0,0,0.0003,0.1,2048,1,[] diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/instance_set.json b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/instance_set.json new file mode 100644 index 00000000..7533669e --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/instance_set.json @@ -0,0 +1 @@ +{"0": {"gravity": 8.1236203565421, "masscart": 1.0, "masspole": 0.1, "length": 0.3623978081345, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "1": {"gravity": 9.8521429192297, 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b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/config.yaml @@ -0,0 +1,53 @@ +runner: standard +debug: false +seed: 42 +output_dir: examples/carl_generalization_example +wandb_project: null +tensorboard_file: null +experiment_name: carl_cartpole_generalization_mode_a/testing_seed +algorithm_kwargs: + rescale_action: false + tanh_squash: false + rollout_buffer_class: + _target_: mighty.mighty_replay.MightyRolloutBuffer + rollout_buffer_kwargs: + buffer_size: 2048 + gamma: 0.99 + gae_lambda: 0.95 + obs_shape: ??? + act_dim: ??? + n_envs: ??? + discrete_action: ??? + learning_rate: 0.0003 + batch_size: 2048 + gamma: 0.99 + ppo_clip: 0.2 + value_loss_coef: 0.5 + entropy_coef: 0.01 + max_grad_norm: 0.5 + hidden_sizes: + - 256 + - 256 + activation: tanh + n_gradient_steps: 1 + n_epochs: 10 + minibatch_size: 128 + kl_target: null + use_value_clip: true + policy_class: mighty.mighty_exploration.StochasticPolicy + policy_kwargs: + entropy_coefficient: 0.0 +eval_every_n_steps: 5000.0 +n_episodes_eval: 10 +checkpoint: examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000 +save_model_every_n_steps: 1000 +cluster: {} +algorithm: PPO +num_steps: 50000 +env: CARLCartPole +env_kwargs: + load_contexts: examples/carl_generalization_example/context_sets/train_contexts_a.json + load_eval_contexts: examples/carl_generalization_example/context_sets/test_contexts.json +env_wrappers: +- mighty.mighty_utils.wrappers.FlattenVecObs +num_envs: 64 diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/hydra.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/hydra.yaml new file mode 100644 index 00000000..91db415f --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/hydra.yaml @@ -0,0 +1,189 @@ +hydra: + run: + dir: ${output_dir}/${experiment_name}_${seed} + sweep: + dir: ${output_dir}/${experiment_name}_${seed} + subdir: ${hydra.job.num} + launcher: + _target_: hydra._internal.core_plugins.basic_launcher.BasicLauncher + sweeper: + _target_: hydra._internal.core_plugins.basic_sweeper.BasicSweeper + max_batch_size: null + params: null + help: + app_name: Mighty-DACs + header: '== ${hydra.help.app_name} == + + The Mighty cRL library you''ve been looking for!' + footer: 'Powered by Hydra (https://hydra.cc) + + Use --hydra-help to view Hydra specific help' + template: "${hydra.help.header}\n\n== Configuration groups ==\nCompose your configuration\ + \ from those algorithms (algorithm=dqn)\n\n$APP_CONFIG_GROUPS\n\n== Common Hyperparameters\ + \ ==\n* debug: flag to toggle debug output (default: false)\n*\ + \ seed: Which seed to use (default: 0)\n* output_dir: \ + \ Where to store result data (default: /tmp)\n hydra specific\ + \ information will be in \"output_dir/year-month-day/timestamp/.hydra\"\n\n\ + * wandb_project: For wandb integration (default: null)\n* tensorboard_file:\ + \ For tensorboard integration (default: null)\n* experiment_name: The folder\ + \ in which the specific experiment data is to be stored.\n \ + \ I.e. the path will be \"output_dir/experiment_name\"\n\n* algorithm_kwargs:\ + \ A dictionary to specify hyperparameter settings to the algorithms.\n \ + \ Will be overwritten/populated with the choice of algorithm.\n\ + * num_steps: Maximum number of steps in the environment before episode\ + \ ends. (default: 1000000)\n* env: The environment string name\ + \ to use, e.g., MountainCarContinuous (default: CartPole-v1)\n \ + \ For gym environments please see https://www.gymlibrary.ml/ (simple\ + \ control environments are by\n default supported)\n \ + \ For DACBench environments please see https://github.com/automl/DACBench\n\ + \ For CARL environments please see https://github.com/automl/CARL\n\ + * env_kwargs: Dict to modify environment parameters. Note: Currently\ + \ only supported for CARL envs\n* env_warppers: List of wrapper classes\ + \ to apply to the environment. (default: [])\n\n* eval_every_n_steps: Training\ + \ steps interval after which the agent is evaluated on a separate eval_env,\ + \ i.e., a \n second copy of the training env (default:\ + \ 1000)\n* n_episodes_eval: Training episodes interval after which the agent\ + \ is evlauted on a separate eval_env, i.e., a \n second\ + \ copy of the training environment (default: null)\n* checkpoint: Path\ + \ to load a checkpointed model from. This allows to contnue training. If unset\ + \ a new model is\n trained from scratch (default: null)\n\ + \n== Config ==\nAny key=value argument can be overridden (use dots for.nested=overrides),\ + \ for example:\npython mighty/run_mighty.py 'algorithm=ppo' 'env=MountainCarContinuous'\ + \ 'num_steps=1000' 'algorithm_kwargs.learning_rate=0.1'\nor\npython mighty/run_mighty.py\ + \ 'algorithm=dqn' 'env=SigmoidBenchmark' 'num_steps=100000'\n\nThis is the configuration\ + \ that was generated for this run:\n-------\n$CONFIG\n-------\n\n${hydra.help.footer}" + hydra_help: + template: 'Hydra (${hydra.runtime.version}) + + See https://hydra.cc for more info. + + + == Flags == + + $FLAGS_HELP + + + == Configuration groups == + + Compose your configuration from those groups (For example, append hydra/job_logging=disabled + to command line) + + + $HYDRA_CONFIG_GROUPS + + + Use ''--cfg hydra'' to Show the Hydra config. + + ' + hydra_help: ??? + hydra_logging: + version: 1 + formatters: + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(purple)sHYDRA%(reset)s] %(message)s' + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + root: + level: INFO + handlers: + - console + disable_existing_loggers: false + job_logging: + version: 1 + formatters: + simple: + format: '[%(asctime)s][%(name)s][%(levelname)s] - %(message)s' + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(blue)s%(name)s%(reset)s][%(log_color)s%(levelname)s%(reset)s] + - %(message)s' + log_colors: + DEBUG: purple + INFO: green + WARNING: yellow + ERROR: red + CRITICAL: red + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + file: + class: logging.FileHandler + formatter: simple + filename: ${hydra.job.name}.log + root: + level: INFO + handlers: + - console + - file + disable_existing_loggers: false + env: {} + mode: RUN + searchpath: [] + callbacks: {} + output_subdir: .hydra + overrides: + hydra: + - hydra.mode=RUN + task: + - algorithm=ppo + - env=CARLCartPole + - seed=42 + - env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] + - algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 + - +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json + - +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json + - checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000 + - output_dir=examples/carl_generalization_example + - experiment_name=carl_cartpole_generalization_mode_a/testing_seed + job: + name: evaluate_mighty + chdir: null + override_dirname: +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json,+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json,algorithm=ppo,algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048,checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000,env=CARLCartPole,env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs],experiment_name=carl_cartpole_generalization_mode_a/testing_seed,output_dir=examples/carl_generalization_example,seed=42 + id: ??? + num: ??? + config_name: base + env_set: {} + env_copy: [] + config: + override_dirname: + kv_sep: '=' + item_sep: ',' + exclude_keys: [] + runtime: + version: 1.3.2 + version_base: '1.3' + cwd: /Users/theeimer/Documents/git/Mighty-DACS + config_sources: + - path: hydra.conf + schema: pkg + provider: hydra + - path: /Users/theeimer/Documents/git/Mighty-DACS/mighty/configs + schema: file + provider: main + - path: hydra_plugins.hydra_colorlog.conf + schema: pkg + provider: hydra-colorlog + - path: '' + schema: structured + provider: schema + output_dir: /Users/theeimer/Documents/git/Mighty-DACS/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42 + choices: + environment: pufferlib_ocean/bandit + algorithm: ppo + cluster: local + hydra/env: default + hydra/callbacks: null + hydra/job_logging: colorlog + hydra/hydra_logging: colorlog + hydra/hydra_help: default + hydra/help: mighty_help + hydra/sweeper: basic + hydra/launcher: basic + hydra/output: default + verbose: false diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/overrides.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/overrides.yaml new file mode 100644 index 00000000..3d479ad2 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/.hydra/overrides.yaml @@ -0,0 +1,10 @@ +- algorithm=ppo +- env=CARLCartPole +- seed=42 +- env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] +- algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 +- +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json +- +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json +- checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000 +- output_dir=examples/carl_generalization_example +- experiment_name=carl_cartpole_generalization_mode_a/testing_seed diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/eval_results.csv b/examples/carl_generalization_example/carl_cartpole_generalization_mode_a/testing_seed_42/eval_results.csv new file mode 100644 index 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examples/carl_generalization_example +wandb_project: null +tensorboard_file: null +experiment_name: carl_cartpole_generalization_mode_b/seed +algorithm_kwargs: + rescale_action: false + tanh_squash: false + rollout_buffer_class: + _target_: mighty.mighty_replay.MightyRolloutBuffer + rollout_buffer_kwargs: + buffer_size: 2048 + gamma: 0.99 + gae_lambda: 0.95 + obs_shape: ??? + act_dim: ??? + n_envs: ??? + discrete_action: ??? + learning_rate: 0.0003 + batch_size: 2048 + gamma: 0.99 + ppo_clip: 0.2 + value_loss_coef: 0.5 + entropy_coef: 0.01 + max_grad_norm: 0.5 + hidden_sizes: + - 256 + - 256 + activation: tanh + n_gradient_steps: 1 + n_epochs: 10 + minibatch_size: 128 + kl_target: null + use_value_clip: true + policy_class: mighty.mighty_exploration.StochasticPolicy + policy_kwargs: + entropy_coefficient: 0.0 +eval_every_n_steps: 5000.0 +n_episodes_eval: 10 +checkpoint: null +save_model_every_n_steps: 1000 +cluster: {} +algorithm: PPO +num_steps: 250000 +env: CARLCartPole +env_kwargs: + load_contexts: examples/carl_generalization_example/context_sets/train_contexts_b.json + load_eval_contexts: examples/carl_generalization_example/context_sets/eval_contexts_b.json +env_wrappers: +- mighty.mighty_utils.wrappers.FlattenVecObs +num_envs: 64 diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/.hydra/hydra.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/.hydra/hydra.yaml new file mode 100644 index 00000000..f9ee4727 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/.hydra/hydra.yaml @@ -0,0 +1,189 @@ +hydra: + run: + dir: ${output_dir}/${experiment_name}_${seed} + sweep: + dir: ${output_dir}/${experiment_name}_${seed} + subdir: ${hydra.job.num} + launcher: + _target_: hydra._internal.core_plugins.basic_launcher.BasicLauncher + sweeper: + _target_: hydra._internal.core_plugins.basic_sweeper.BasicSweeper + max_batch_size: null + params: null + help: + app_name: Mighty-DACs + header: '== ${hydra.help.app_name} == + + The Mighty cRL library you''ve been looking for!' + footer: 'Powered by Hydra (https://hydra.cc) + + Use --hydra-help to view Hydra specific help' + template: "${hydra.help.header}\n\n== Configuration groups ==\nCompose your configuration\ + \ from those algorithms (algorithm=dqn)\n\n$APP_CONFIG_GROUPS\n\n== Common Hyperparameters\ + \ ==\n* debug: flag to toggle debug output (default: false)\n*\ + \ seed: Which seed to use (default: 0)\n* output_dir: \ + \ Where to store result data (default: /tmp)\n hydra specific\ + \ information will be in \"output_dir/year-month-day/timestamp/.hydra\"\n\n\ + * wandb_project: For wandb integration (default: null)\n* tensorboard_file:\ + \ For tensorboard integration (default: null)\n* experiment_name: The folder\ + \ in which the specific experiment data is to be stored.\n \ + \ I.e. the path will be \"output_dir/experiment_name\"\n\n* algorithm_kwargs:\ + \ A dictionary to specify hyperparameter settings to the algorithms.\n \ + \ Will be overwritten/populated with the choice of algorithm.\n\ + * num_steps: Maximum number of steps in the environment before episode\ + \ ends. (default: 1000000)\n* env: The environment string name\ + \ to use, e.g., MountainCarContinuous (default: CartPole-v1)\n \ + \ For gym environments please see https://www.gymlibrary.ml/ (simple\ + \ control environments are by\n default supported)\n \ + \ For DACBench environments please see https://github.com/automl/DACBench\n\ + \ For CARL environments please see https://github.com/automl/CARL\n\ + * env_kwargs: Dict to modify environment parameters. Note: Currently\ + \ only supported for CARL envs\n* env_warppers: List of wrapper classes\ + \ to apply to the environment. (default: [])\n\n* eval_every_n_steps: Training\ + \ steps interval after which the agent is evaluated on a separate eval_env,\ + \ i.e., a \n second copy of the training env (default:\ + \ 1000)\n* n_episodes_eval: Training episodes interval after which the agent\ + \ is evlauted on a separate eval_env, i.e., a \n second\ + \ copy of the training environment (default: null)\n* checkpoint: Path\ + \ to load a checkpointed model from. This allows to contnue training. If unset\ + \ a new model is\n trained from scratch (default: null)\n\ + \n== Config ==\nAny key=value argument can be overridden (use dots for.nested=overrides),\ + \ for example:\npython mighty/run_mighty.py 'algorithm=ppo' 'env=MountainCarContinuous'\ + \ 'num_steps=1000' 'algorithm_kwargs.learning_rate=0.1'\nor\npython mighty/run_mighty.py\ + \ 'algorithm=dqn' 'env=SigmoidBenchmark' 'num_steps=100000'\n\nThis is the configuration\ + \ that was generated for this run:\n-------\n$CONFIG\n-------\n\n${hydra.help.footer}" + hydra_help: + template: 'Hydra (${hydra.runtime.version}) + + See https://hydra.cc for more info. + + + == Flags == + + $FLAGS_HELP + + + == Configuration groups == + + Compose your configuration from those groups (For example, append hydra/job_logging=disabled + to command line) + + + $HYDRA_CONFIG_GROUPS + + + Use ''--cfg hydra'' to Show the Hydra config. + + ' + hydra_help: ??? + hydra_logging: + version: 1 + formatters: + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(purple)sHYDRA%(reset)s] %(message)s' + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + root: + level: INFO + handlers: + - console + disable_existing_loggers: false + job_logging: + version: 1 + formatters: + simple: + format: '[%(asctime)s][%(name)s][%(levelname)s] - %(message)s' + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(blue)s%(name)s%(reset)s][%(log_color)s%(levelname)s%(reset)s] + - %(message)s' + log_colors: + DEBUG: purple + INFO: green + WARNING: yellow + ERROR: red + CRITICAL: red + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + file: + class: logging.FileHandler + formatter: simple + filename: ${hydra.job.name}.log + root: + level: INFO + handlers: + - console + - file + disable_existing_loggers: false + env: {} + mode: RUN + searchpath: [] + callbacks: {} + output_subdir: .hydra + overrides: + hydra: + - hydra.mode=RUN + task: + - algorithm=ppo + - env=CARLCartPole + - seed=42 + - num_steps=250000 + - env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] + - algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 + - +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_b.json + - +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_b.json + - output_dir=examples/carl_generalization_example + - experiment_name=carl_cartpole_generalization_mode_b/seed + job: + name: run_mighty + chdir: null + override_dirname: +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_b.json,+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_b.json,algorithm=ppo,algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048,env=CARLCartPole,env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs],experiment_name=carl_cartpole_generalization_mode_b/seed,num_steps=250000,output_dir=examples/carl_generalization_example,seed=42 + id: ??? + num: ??? + config_name: base + env_set: {} + env_copy: [] + config: + override_dirname: + kv_sep: '=' + item_sep: ',' + exclude_keys: [] + runtime: + version: 1.3.2 + version_base: '1.3' + cwd: /Users/theeimer/Documents/git/Mighty-DACS + config_sources: + - path: hydra.conf + schema: pkg + provider: hydra + - path: /Users/theeimer/Documents/git/Mighty-DACS/mighty/configs + schema: file + provider: main + - path: hydra_plugins.hydra_colorlog.conf + schema: pkg + provider: hydra-colorlog + - path: '' + schema: structured + provider: schema + output_dir: /Users/theeimer/Documents/git/Mighty-DACS/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42 + choices: + environment: pufferlib_ocean/bandit + algorithm: ppo + cluster: local + hydra/env: default + hydra/callbacks: null + hydra/job_logging: colorlog + hydra/hydra_logging: colorlog + hydra/hydra_help: default + hydra/help: mighty_help + hydra/sweeper: basic + hydra/launcher: basic + hydra/output: default + verbose: false diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/.hydra/overrides.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/.hydra/overrides.yaml new file mode 100644 index 00000000..f090b254 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/.hydra/overrides.yaml @@ -0,0 +1,10 @@ +- algorithm=ppo +- env=CARLCartPole +- seed=42 +- num_steps=250000 +- env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] +- algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 +- +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_b.json +- +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_b.json +- output_dir=examples/carl_generalization_example +- experiment_name=carl_cartpole_generalization_mode_b/seed diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000/optimizer.pt b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000/optimizer.pt new file mode 100644 index 00000000..d64b4400 Binary files /dev/null and b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000/optimizer.pt differ diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000/policy_head.pt 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00000000..a5903711 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/eval_results.csv @@ -0,0 +1,51 @@ +,step,seed,eval_episodes,mean_eval_step_reward,mean_eval_reward,instances +0,5000,42,[1.],[1.],15.0,1 +1,10000,42,[1.],[1.],10.0,2 +2,15000,42,[1.],[1.],7.0,3 +3,20000,42,[1.],[1.],10.0,4 +4,25000,42,[1.],[1.],13.0,5 +5,30000,42,[1.],[1.],13.0,6 +6,35000,42,[1.],[1.],9.0,7 +7,40000,42,[1.],[1.],11.0,8 +8,45000,42,[1.],[1.],16.0,9 +9,50000,42,[1.],[1.],16.0,10 +10,55000,42,[1.],[1.],17.0,11 +11,60000,42,[1.],[1.],14.0,12 +12,65000,42,[1.],[1.],12.0,13 +13,70000,42,[1.],[1.],15.0,14 +14,75000,42,[1.],[1.],15.0,15 +15,80000,42,[1.],[1.],13.0,16 +16,85000,42,[1.],[1.],15.0,17 +17,90000,42,[1.],[1.],7.0,18 +18,95000,42,[1.],[1.],18.0,19 +19,100000,42,[1.],[1.],35.0,20 +20,105000,42,[1.],[1.],56.0,21 +21,110000,42,[1.],[1.],52.0,22 +22,115000,42,[1.],[1.],39.0,23 +23,120000,42,[1.],[1.],91.0,24 +24,125000,42,[1.],[1.],112.0,25 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00000000..21124766 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/config.yaml @@ -0,0 +1,53 @@ +runner: standard +debug: false +seed: 42 +output_dir: examples/carl_generalization_example +wandb_project: null +tensorboard_file: null +experiment_name: carl_cartpole_generalization_mode_b/testing_seed +algorithm_kwargs: + rescale_action: false + tanh_squash: false + rollout_buffer_class: + _target_: mighty.mighty_replay.MightyRolloutBuffer + rollout_buffer_kwargs: + buffer_size: 2048 + gamma: 0.99 + gae_lambda: 0.95 + obs_shape: ??? + act_dim: ??? + n_envs: ??? + discrete_action: ??? + learning_rate: 0.0003 + batch_size: 2048 + gamma: 0.99 + ppo_clip: 0.2 + value_loss_coef: 0.5 + entropy_coef: 0.01 + max_grad_norm: 0.5 + hidden_sizes: + - 256 + - 256 + activation: tanh + n_gradient_steps: 1 + n_epochs: 10 + minibatch_size: 128 + kl_target: null + use_value_clip: true + policy_class: mighty.mighty_exploration.StochasticPolicy + policy_kwargs: + entropy_coefficient: 0.0 +eval_every_n_steps: 5000.0 +n_episodes_eval: 10 +checkpoint: examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000 +save_model_every_n_steps: 1000 +cluster: {} +algorithm: PPO +num_steps: 50000 +env: CARLCartPole +env_kwargs: + load_contexts: examples/carl_generalization_example/context_sets/train_contexts_a.json + load_eval_contexts: examples/carl_generalization_example/context_sets/test_contexts.json +env_wrappers: +- mighty.mighty_utils.wrappers.FlattenVecObs +num_envs: 64 diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/hydra.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/hydra.yaml new file mode 100644 index 00000000..dc3b396c --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/hydra.yaml @@ -0,0 +1,189 @@ +hydra: + run: + dir: ${output_dir}/${experiment_name}_${seed} + sweep: + dir: ${output_dir}/${experiment_name}_${seed} + subdir: ${hydra.job.num} + launcher: + _target_: hydra._internal.core_plugins.basic_launcher.BasicLauncher + sweeper: + _target_: hydra._internal.core_plugins.basic_sweeper.BasicSweeper + max_batch_size: null + params: null + help: + app_name: Mighty-DACs + header: '== ${hydra.help.app_name} == + + The Mighty cRL library you''ve been looking for!' + footer: 'Powered by Hydra (https://hydra.cc) + + Use --hydra-help to view Hydra specific help' + template: "${hydra.help.header}\n\n== Configuration groups ==\nCompose your configuration\ + \ from those algorithms (algorithm=dqn)\n\n$APP_CONFIG_GROUPS\n\n== Common Hyperparameters\ + \ ==\n* debug: flag to toggle debug output (default: false)\n*\ + \ seed: Which seed to use (default: 0)\n* output_dir: \ + \ Where to store result data (default: /tmp)\n hydra specific\ + \ information will be in \"output_dir/year-month-day/timestamp/.hydra\"\n\n\ + * wandb_project: For wandb integration (default: null)\n* tensorboard_file:\ + \ For tensorboard integration (default: null)\n* experiment_name: The folder\ + \ in which the specific experiment data is to be stored.\n \ + \ I.e. the path will be \"output_dir/experiment_name\"\n\n* algorithm_kwargs:\ + \ A dictionary to specify hyperparameter settings to the algorithms.\n \ + \ Will be overwritten/populated with the choice of algorithm.\n\ + * num_steps: Maximum number of steps in the environment before episode\ + \ ends. (default: 1000000)\n* env: The environment string name\ + \ to use, e.g., MountainCarContinuous (default: CartPole-v1)\n \ + \ For gym environments please see https://www.gymlibrary.ml/ (simple\ + \ control environments are by\n default supported)\n \ + \ For DACBench environments please see https://github.com/automl/DACBench\n\ + \ For CARL environments please see https://github.com/automl/CARL\n\ + * env_kwargs: Dict to modify environment parameters. Note: Currently\ + \ only supported for CARL envs\n* env_warppers: List of wrapper classes\ + \ to apply to the environment. (default: [])\n\n* eval_every_n_steps: Training\ + \ steps interval after which the agent is evaluated on a separate eval_env,\ + \ i.e., a \n second copy of the training env (default:\ + \ 1000)\n* n_episodes_eval: Training episodes interval after which the agent\ + \ is evlauted on a separate eval_env, i.e., a \n second\ + \ copy of the training environment (default: null)\n* checkpoint: Path\ + \ to load a checkpointed model from. This allows to contnue training. If unset\ + \ a new model is\n trained from scratch (default: null)\n\ + \n== Config ==\nAny key=value argument can be overridden (use dots for.nested=overrides),\ + \ for example:\npython mighty/run_mighty.py 'algorithm=ppo' 'env=MountainCarContinuous'\ + \ 'num_steps=1000' 'algorithm_kwargs.learning_rate=0.1'\nor\npython mighty/run_mighty.py\ + \ 'algorithm=dqn' 'env=SigmoidBenchmark' 'num_steps=100000'\n\nThis is the configuration\ + \ that was generated for this run:\n-------\n$CONFIG\n-------\n\n${hydra.help.footer}" + hydra_help: + template: 'Hydra (${hydra.runtime.version}) + + See https://hydra.cc for more info. + + + == Flags == + + $FLAGS_HELP + + + == Configuration groups == + + Compose your configuration from those groups (For example, append hydra/job_logging=disabled + to command line) + + + $HYDRA_CONFIG_GROUPS + + + Use ''--cfg hydra'' to Show the Hydra config. + + ' + hydra_help: ??? + hydra_logging: + version: 1 + formatters: + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(purple)sHYDRA%(reset)s] %(message)s' + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + root: + level: INFO + handlers: + - console + disable_existing_loggers: false + job_logging: + version: 1 + formatters: + simple: + format: '[%(asctime)s][%(name)s][%(levelname)s] - %(message)s' + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(blue)s%(name)s%(reset)s][%(log_color)s%(levelname)s%(reset)s] + - %(message)s' + log_colors: + DEBUG: purple + INFO: green + WARNING: yellow + ERROR: red + CRITICAL: red + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + file: + class: logging.FileHandler + formatter: simple + filename: ${hydra.job.name}.log + root: + level: INFO + handlers: + - console + - file + disable_existing_loggers: false + env: {} + mode: RUN + searchpath: [] + callbacks: {} + output_subdir: .hydra + overrides: + hydra: + - hydra.mode=RUN + task: + - algorithm=ppo + - env=CARLCartPole + - seed=42 + - env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] + - algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 + - +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json + - +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json + - checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000 + - output_dir=examples/carl_generalization_example + - experiment_name=carl_cartpole_generalization_mode_b/testing_seed + job: + name: evaluate_mighty + chdir: null + override_dirname: +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json,+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json,algorithm=ppo,algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048,checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000,env=CARLCartPole,env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs],experiment_name=carl_cartpole_generalization_mode_b/testing_seed,output_dir=examples/carl_generalization_example,seed=42 + id: ??? + num: ??? + config_name: base + env_set: {} + env_copy: [] + config: + override_dirname: + kv_sep: '=' + item_sep: ',' + exclude_keys: [] + runtime: + version: 1.3.2 + version_base: '1.3' + cwd: /Users/theeimer/Documents/git/Mighty-DACS + config_sources: + - path: hydra.conf + schema: pkg + provider: hydra + - path: /Users/theeimer/Documents/git/Mighty-DACS/mighty/configs + schema: file + provider: main + - path: hydra_plugins.hydra_colorlog.conf + schema: pkg + provider: hydra-colorlog + - path: '' + schema: structured + provider: schema + output_dir: /Users/theeimer/Documents/git/Mighty-DACS/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42 + choices: + environment: pufferlib_ocean/bandit + algorithm: ppo + cluster: local + hydra/env: default + hydra/callbacks: null + hydra/job_logging: colorlog + hydra/hydra_logging: colorlog + hydra/hydra_help: default + hydra/help: mighty_help + hydra/sweeper: basic + hydra/launcher: basic + hydra/output: default + verbose: false diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/overrides.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/overrides.yaml new file mode 100644 index 00000000..81497f41 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/.hydra/overrides.yaml @@ -0,0 +1,10 @@ +- algorithm=ppo +- env=CARLCartPole +- seed=42 +- env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] +- algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 +- +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json +- +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json +- checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000 +- output_dir=examples/carl_generalization_example +- experiment_name=carl_cartpole_generalization_mode_b/testing_seed diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/eval_results.csv b/examples/carl_generalization_example/carl_cartpole_generalization_mode_b/testing_seed_42/eval_results.csv new file mode 100644 index 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"499": {"gravity": 7.9277968188391, "masscart": 1.0, "masspole": 0.1, "length": 0.2907369833413, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}} \ No newline at end of file diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/config.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/config.yaml new file mode 100644 index 00000000..44cedfc3 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/config.yaml @@ -0,0 +1,53 @@ +runner: standard +debug: false +seed: 42 +output_dir: examples/carl_generalization_example +wandb_project: null +tensorboard_file: null +experiment_name: carl_cartpole_generalization_mode_c/seed +algorithm_kwargs: + rescale_action: false + tanh_squash: false + rollout_buffer_class: + _target_: mighty.mighty_replay.MightyRolloutBuffer + rollout_buffer_kwargs: + buffer_size: 2048 + gamma: 0.99 + gae_lambda: 0.95 + obs_shape: ??? + act_dim: ??? + n_envs: ??? + discrete_action: ??? + learning_rate: 0.0003 + batch_size: 2048 + gamma: 0.99 + ppo_clip: 0.2 + value_loss_coef: 0.5 + entropy_coef: 0.01 + max_grad_norm: 0.5 + hidden_sizes: + - 256 + - 256 + activation: tanh + n_gradient_steps: 1 + n_epochs: 10 + minibatch_size: 128 + kl_target: null + use_value_clip: true + policy_class: mighty.mighty_exploration.StochasticPolicy + policy_kwargs: + entropy_coefficient: 0.0 +eval_every_n_steps: 5000.0 +n_episodes_eval: 10 +checkpoint: null +save_model_every_n_steps: 1000 +cluster: {} +algorithm: PPO +num_steps: 250000 +env: CARLCartPole +env_kwargs: + load_contexts: examples/carl_generalization_example/context_sets/train_contexts_c.json + load_eval_contexts: examples/carl_generalization_example/context_sets/eval_contexts_c.json +env_wrappers: +- mighty.mighty_utils.wrappers.FlattenVecObs +num_envs: 64 diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/hydra.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/hydra.yaml new file mode 100644 index 00000000..962409b9 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/hydra.yaml @@ -0,0 +1,189 @@ +hydra: + run: + dir: ${output_dir}/${experiment_name}_${seed} + sweep: + dir: ${output_dir}/${experiment_name}_${seed} + subdir: ${hydra.job.num} + launcher: + _target_: hydra._internal.core_plugins.basic_launcher.BasicLauncher + sweeper: + _target_: hydra._internal.core_plugins.basic_sweeper.BasicSweeper + max_batch_size: null + params: null + help: + app_name: Mighty-DACs + header: '== ${hydra.help.app_name} == + + The Mighty cRL library you''ve been looking for!' + footer: 'Powered by Hydra (https://hydra.cc) + + Use --hydra-help to view Hydra specific help' + template: "${hydra.help.header}\n\n== Configuration groups ==\nCompose your configuration\ + \ from those algorithms (algorithm=dqn)\n\n$APP_CONFIG_GROUPS\n\n== Common Hyperparameters\ + \ ==\n* debug: flag to toggle debug output (default: false)\n*\ + \ seed: Which seed to use (default: 0)\n* output_dir: \ + \ Where to store result data (default: /tmp)\n hydra specific\ + \ information will be in \"output_dir/year-month-day/timestamp/.hydra\"\n\n\ + * wandb_project: For wandb integration (default: null)\n* tensorboard_file:\ + \ For tensorboard integration (default: null)\n* experiment_name: The folder\ + \ in which the specific experiment data is to be stored.\n \ + \ I.e. the path will be \"output_dir/experiment_name\"\n\n* algorithm_kwargs:\ + \ A dictionary to specify hyperparameter settings to the algorithms.\n \ + \ Will be overwritten/populated with the choice of algorithm.\n\ + * num_steps: Maximum number of steps in the environment before episode\ + \ ends. (default: 1000000)\n* env: The environment string name\ + \ to use, e.g., MountainCarContinuous (default: CartPole-v1)\n \ + \ For gym environments please see https://www.gymlibrary.ml/ (simple\ + \ control environments are by\n default supported)\n \ + \ For DACBench environments please see https://github.com/automl/DACBench\n\ + \ For CARL environments please see https://github.com/automl/CARL\n\ + * env_kwargs: Dict to modify environment parameters. Note: Currently\ + \ only supported for CARL envs\n* env_warppers: List of wrapper classes\ + \ to apply to the environment. (default: [])\n\n* eval_every_n_steps: Training\ + \ steps interval after which the agent is evaluated on a separate eval_env,\ + \ i.e., a \n second copy of the training env (default:\ + \ 1000)\n* n_episodes_eval: Training episodes interval after which the agent\ + \ is evlauted on a separate eval_env, i.e., a \n second\ + \ copy of the training environment (default: null)\n* checkpoint: Path\ + \ to load a checkpointed model from. This allows to contnue training. If unset\ + \ a new model is\n trained from scratch (default: null)\n\ + \n== Config ==\nAny key=value argument can be overridden (use dots for.nested=overrides),\ + \ for example:\npython mighty/run_mighty.py 'algorithm=ppo' 'env=MountainCarContinuous'\ + \ 'num_steps=1000' 'algorithm_kwargs.learning_rate=0.1'\nor\npython mighty/run_mighty.py\ + \ 'algorithm=dqn' 'env=SigmoidBenchmark' 'num_steps=100000'\n\nThis is the configuration\ + \ that was generated for this run:\n-------\n$CONFIG\n-------\n\n${hydra.help.footer}" + hydra_help: + template: 'Hydra (${hydra.runtime.version}) + + See https://hydra.cc for more info. + + + == Flags == + + $FLAGS_HELP + + + == Configuration groups == + + Compose your configuration from those groups (For example, append hydra/job_logging=disabled + to command line) + + + $HYDRA_CONFIG_GROUPS + + + Use ''--cfg hydra'' to Show the Hydra config. + + ' + hydra_help: ??? + hydra_logging: + version: 1 + formatters: + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(purple)sHYDRA%(reset)s] %(message)s' + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + root: + level: INFO + handlers: + - console + disable_existing_loggers: false + job_logging: + version: 1 + formatters: + simple: + format: '[%(asctime)s][%(name)s][%(levelname)s] - %(message)s' + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(blue)s%(name)s%(reset)s][%(log_color)s%(levelname)s%(reset)s] + - %(message)s' + log_colors: + DEBUG: purple + INFO: green + WARNING: yellow + ERROR: red + CRITICAL: red + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + file: + class: logging.FileHandler + formatter: simple + filename: ${hydra.job.name}.log + root: + level: INFO + handlers: + - console + - file + disable_existing_loggers: false + env: {} + mode: RUN + searchpath: [] + callbacks: {} + output_subdir: .hydra + overrides: + hydra: + - hydra.mode=RUN + task: + - algorithm=ppo + - env=CARLCartPole + - seed=42 + - num_steps=250000 + - env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] + - algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 + - +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_c.json + - +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_c.json + - output_dir=examples/carl_generalization_example + - experiment_name=carl_cartpole_generalization_mode_c/seed + job: + name: run_mighty + chdir: null + override_dirname: +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_c.json,+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_c.json,algorithm=ppo,algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048,env=CARLCartPole,env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs],experiment_name=carl_cartpole_generalization_mode_c/seed,num_steps=250000,output_dir=examples/carl_generalization_example,seed=42 + id: ??? + num: ??? + config_name: base + env_set: {} + env_copy: [] + config: + override_dirname: + kv_sep: '=' + item_sep: ',' + exclude_keys: [] + runtime: + version: 1.3.2 + version_base: '1.3' + cwd: /Users/theeimer/Documents/git/Mighty-DACS + config_sources: + - path: hydra.conf + schema: pkg + provider: hydra + - path: /Users/theeimer/Documents/git/Mighty-DACS/mighty/configs + schema: file + provider: main + - path: hydra_plugins.hydra_colorlog.conf + schema: pkg + provider: hydra-colorlog + - path: '' + schema: structured + provider: schema + output_dir: /Users/theeimer/Documents/git/Mighty-DACS/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42 + choices: + environment: pufferlib_ocean/bandit + algorithm: ppo + cluster: local + hydra/env: default + hydra/callbacks: null + hydra/job_logging: colorlog + hydra/hydra_logging: colorlog + hydra/hydra_help: default + hydra/help: mighty_help + hydra/sweeper: basic + hydra/launcher: basic + hydra/output: default + verbose: false diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/overrides.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/overrides.yaml new file mode 100644 index 00000000..1cd69b04 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/.hydra/overrides.yaml @@ -0,0 +1,10 @@ +- algorithm=ppo +- env=CARLCartPole +- seed=42 +- num_steps=250000 +- env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] +- algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 +- +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_c.json +- +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_c.json +- output_dir=examples/carl_generalization_example +- experiment_name=carl_cartpole_generalization_mode_c/seed diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000/optimizer.pt b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000/optimizer.pt new file mode 100644 index 00000000..43d013e3 Binary files /dev/null and b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000/optimizer.pt differ diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000/policy_head.pt 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00000000..43bc4681 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/eval_results.csv @@ -0,0 +1,51 @@ +,step,seed,eval_episodes,mean_eval_step_reward,mean_eval_reward,instances +0,5000,42,[1.],[1.],21.0,1 +1,10000,42,[1.],[1.],49.0,2 +2,15000,42,[1.],[1.],21.0,3 +3,20000,42,[1.],[1.],14.0,4 +4,25000,42,[1.],[1.],21.0,5 +5,30000,42,[1.],[1.],38.0,6 +6,35000,42,[1.],[1.],12.0,7 +7,40000,42,[1.],[1.],26.0,8 +8,45000,42,[1.],[1.],77.0,9 +9,50000,42,[1.],[1.],31.0,10 +10,55000,42,[1.],[1.],42.0,11 +11,60000,42,[1.],[1.],14.0,12 +12,65000,42,[1.],[1.],34.0,13 +13,70000,42,[1.],[1.],136.0,14 +14,75000,42,[1.],[1.],142.0,15 +15,80000,42,[1.],[1.],210.0,16 +16,85000,42,[1.],[1.],123.0,17 +17,90000,42,[1.],[1.],88.0,18 +18,95000,42,[1.],[1.],127.0,19 +19,100000,42,[1.],[1.],161.0,20 +20,105000,42,[1.],[1.],94.0,21 +21,110000,42,[1.],[1.],172.0,22 +22,115000,42,[1.],[1.],163.0,23 +23,120000,42,[1.],[1.],106.0,24 +24,125000,42,[1.],[1.],144.0,25 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"force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}} \ No newline at end of file diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/config.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/config.yaml new file mode 100644 index 00000000..e3c50875 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/config.yaml @@ -0,0 +1,53 @@ +runner: standard +debug: false +seed: 42 +output_dir: examples/carl_generalization_example +wandb_project: null +tensorboard_file: null +experiment_name: carl_cartpole_generalization_mode_c/testing_seed +algorithm_kwargs: + rescale_action: false + tanh_squash: false + rollout_buffer_class: + _target_: mighty.mighty_replay.MightyRolloutBuffer + rollout_buffer_kwargs: + buffer_size: 2048 + gamma: 0.99 + gae_lambda: 0.95 + obs_shape: ??? + act_dim: ??? + n_envs: ??? + discrete_action: ??? + learning_rate: 0.0003 + batch_size: 2048 + gamma: 0.99 + ppo_clip: 0.2 + value_loss_coef: 0.5 + entropy_coef: 0.01 + max_grad_norm: 0.5 + hidden_sizes: + - 256 + - 256 + activation: tanh + n_gradient_steps: 1 + n_epochs: 10 + minibatch_size: 128 + kl_target: null + use_value_clip: true + policy_class: mighty.mighty_exploration.StochasticPolicy + policy_kwargs: + entropy_coefficient: 0.0 +eval_every_n_steps: 5000.0 +n_episodes_eval: 10 +checkpoint: examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000 +save_model_every_n_steps: 1000 +cluster: {} +algorithm: PPO +num_steps: 50000 +env: CARLCartPole +env_kwargs: + load_contexts: examples/carl_generalization_example/context_sets/train_contexts_a.json + load_eval_contexts: examples/carl_generalization_example/context_sets/test_contexts.json +env_wrappers: +- mighty.mighty_utils.wrappers.FlattenVecObs +num_envs: 64 diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/hydra.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/hydra.yaml new file mode 100644 index 00000000..78cb244c --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/hydra.yaml @@ -0,0 +1,189 @@ +hydra: + run: + dir: ${output_dir}/${experiment_name}_${seed} + sweep: + dir: ${output_dir}/${experiment_name}_${seed} + subdir: ${hydra.job.num} + launcher: + _target_: hydra._internal.core_plugins.basic_launcher.BasicLauncher + sweeper: + _target_: hydra._internal.core_plugins.basic_sweeper.BasicSweeper + max_batch_size: null + params: null + help: + app_name: Mighty-DACs + header: '== ${hydra.help.app_name} == + + The Mighty cRL library you''ve been looking for!' + footer: 'Powered by Hydra (https://hydra.cc) + + Use --hydra-help to view Hydra specific help' + template: "${hydra.help.header}\n\n== Configuration groups ==\nCompose your configuration\ + \ from those algorithms (algorithm=dqn)\n\n$APP_CONFIG_GROUPS\n\n== Common Hyperparameters\ + \ ==\n* debug: flag to toggle debug output (default: false)\n*\ + \ seed: Which seed to use (default: 0)\n* output_dir: \ + \ Where to store result data (default: /tmp)\n hydra specific\ + \ information will be in \"output_dir/year-month-day/timestamp/.hydra\"\n\n\ + * wandb_project: For wandb integration (default: null)\n* tensorboard_file:\ + \ For tensorboard integration (default: null)\n* experiment_name: The folder\ + \ in which the specific experiment data is to be stored.\n \ + \ I.e. the path will be \"output_dir/experiment_name\"\n\n* algorithm_kwargs:\ + \ A dictionary to specify hyperparameter settings to the algorithms.\n \ + \ Will be overwritten/populated with the choice of algorithm.\n\ + * num_steps: Maximum number of steps in the environment before episode\ + \ ends. (default: 1000000)\n* env: The environment string name\ + \ to use, e.g., MountainCarContinuous (default: CartPole-v1)\n \ + \ For gym environments please see https://www.gymlibrary.ml/ (simple\ + \ control environments are by\n default supported)\n \ + \ For DACBench environments please see https://github.com/automl/DACBench\n\ + \ For CARL environments please see https://github.com/automl/CARL\n\ + * env_kwargs: Dict to modify environment parameters. Note: Currently\ + \ only supported for CARL envs\n* env_warppers: List of wrapper classes\ + \ to apply to the environment. (default: [])\n\n* eval_every_n_steps: Training\ + \ steps interval after which the agent is evaluated on a separate eval_env,\ + \ i.e., a \n second copy of the training env (default:\ + \ 1000)\n* n_episodes_eval: Training episodes interval after which the agent\ + \ is evlauted on a separate eval_env, i.e., a \n second\ + \ copy of the training environment (default: null)\n* checkpoint: Path\ + \ to load a checkpointed model from. This allows to contnue training. If unset\ + \ a new model is\n trained from scratch (default: null)\n\ + \n== Config ==\nAny key=value argument can be overridden (use dots for.nested=overrides),\ + \ for example:\npython mighty/run_mighty.py 'algorithm=ppo' 'env=MountainCarContinuous'\ + \ 'num_steps=1000' 'algorithm_kwargs.learning_rate=0.1'\nor\npython mighty/run_mighty.py\ + \ 'algorithm=dqn' 'env=SigmoidBenchmark' 'num_steps=100000'\n\nThis is the configuration\ + \ that was generated for this run:\n-------\n$CONFIG\n-------\n\n${hydra.help.footer}" + hydra_help: + template: 'Hydra (${hydra.runtime.version}) + + See https://hydra.cc for more info. + + + == Flags == + + $FLAGS_HELP + + + == Configuration groups == + + Compose your configuration from those groups (For example, append hydra/job_logging=disabled + to command line) + + + $HYDRA_CONFIG_GROUPS + + + Use ''--cfg hydra'' to Show the Hydra config. + + ' + hydra_help: ??? + hydra_logging: + version: 1 + formatters: + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(purple)sHYDRA%(reset)s] %(message)s' + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + root: + level: INFO + handlers: + - console + disable_existing_loggers: false + job_logging: + version: 1 + formatters: + simple: + format: '[%(asctime)s][%(name)s][%(levelname)s] - %(message)s' + colorlog: + (): colorlog.ColoredFormatter + format: '[%(cyan)s%(asctime)s%(reset)s][%(blue)s%(name)s%(reset)s][%(log_color)s%(levelname)s%(reset)s] + - %(message)s' + log_colors: + DEBUG: purple + INFO: green + WARNING: yellow + ERROR: red + CRITICAL: red + handlers: + console: + class: logging.StreamHandler + formatter: colorlog + stream: ext://sys.stdout + file: + class: logging.FileHandler + formatter: simple + filename: ${hydra.job.name}.log + root: + level: INFO + handlers: + - console + - file + disable_existing_loggers: false + env: {} + mode: RUN + searchpath: [] + callbacks: {} + output_subdir: .hydra + overrides: + hydra: + - hydra.mode=RUN + task: + - algorithm=ppo + - env=CARLCartPole + - seed=42 + - env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] + - algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 + - +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json + - +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json + - checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000 + - output_dir=examples/carl_generalization_example + - experiment_name=carl_cartpole_generalization_mode_c/testing_seed + job: + name: evaluate_mighty + chdir: null + override_dirname: +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json,+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json,algorithm=ppo,algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048,checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000,env=CARLCartPole,env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs],experiment_name=carl_cartpole_generalization_mode_c/testing_seed,output_dir=examples/carl_generalization_example,seed=42 + id: ??? + num: ??? + config_name: base + env_set: {} + env_copy: [] + config: + override_dirname: + kv_sep: '=' + item_sep: ',' + exclude_keys: [] + runtime: + version: 1.3.2 + version_base: '1.3' + cwd: /Users/theeimer/Documents/git/Mighty-DACS + config_sources: + - path: hydra.conf + schema: pkg + provider: hydra + - path: /Users/theeimer/Documents/git/Mighty-DACS/mighty/configs + schema: file + provider: main + - path: hydra_plugins.hydra_colorlog.conf + schema: pkg + provider: hydra-colorlog + - path: '' + schema: structured + provider: schema + output_dir: /Users/theeimer/Documents/git/Mighty-DACS/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42 + choices: + environment: pufferlib_ocean/bandit + algorithm: ppo + cluster: local + hydra/env: default + hydra/callbacks: null + hydra/job_logging: colorlog + hydra/hydra_logging: colorlog + hydra/hydra_help: default + hydra/help: mighty_help + hydra/sweeper: basic + hydra/launcher: basic + hydra/output: default + verbose: false diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/overrides.yaml b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/overrides.yaml new file mode 100644 index 00000000..076b3459 --- /dev/null +++ b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/.hydra/overrides.yaml @@ -0,0 +1,10 @@ +- algorithm=ppo +- env=CARLCartPole +- seed=42 +- env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs] +- algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048 +- +env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json +- +env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json +- checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000 +- output_dir=examples/carl_generalization_example +- experiment_name=carl_cartpole_generalization_mode_c/testing_seed diff --git a/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/eval_results.csv b/examples/carl_generalization_example/carl_cartpole_generalization_mode_c/testing_seed_42/eval_results.csv new file mode 100644 index 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a/examples/carl_generalization_example/context_sets/train_contexts_c.json b/examples/carl_generalization_example/context_sets/train_contexts_c.json new file mode 100644 index 00000000..e944d645 --- /dev/null +++ b/examples/carl_generalization_example/context_sets/train_contexts_c.json @@ -0,0 +1 @@ +{"5": {"gravity": 8.1236203565421, "masscart": 1.0, "masspole": 0.1, "length": 0.3015599452034, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "6": {"gravity": 9.8521429192297, "masscart": 1.0, "masspole": 0.1, "length": 0.3005808361217, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "7": {"gravity": 9.1959818254342, "masscart": 1.0, "masspole": 0.1, "length": 0.3086617614577, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "8": {"gravity": 8.7959754525911, "masscart": 1.0, "masspole": 0.1, "length": 0.3060111501174, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "9": {"gravity": 7.4680559213273, "masscart": 1.0, "masspole": 0.1, "length": 0.307080725778, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "0": {"gravity": 7.0037454011885, "masscart": 1.0, "masspole": 0.1, "length": 0.3623978081345, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "1": {"gravity": 7.0095071430641, "masscart": 1.0, "masspole": 0.1, "length": 0.3232334448673, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "2": {"gravity": 7.0073199394181, "masscart": 1.0, "masspole": 0.1, "length": 0.64647045831, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "3": {"gravity": 7.005986584842, "masscart": 1.0, "masspole": 0.1, "length": 0.5404460046973, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}, "4": {"gravity": 7.0015601864044, "masscart": 1.0, "masspole": 0.1, "length": 0.5832290311184, "force_mag": 10.0, "tau": 0.02, "initial_state_lower": -0.1, "initial_state_upper": 0.1}} \ No newline at end of file diff --git a/examples/plot_carl_generalization_example.ipynb b/examples/plot_carl_generalization_example.ipynb new file mode 100644 index 00000000..b58c2797 --- /dev/null +++ b/examples/plot_carl_generalization_example.ipynb @@ -0,0 +1,315 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "e5864852", + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "from mighty.mighty_utils.plotting import make_generalization_plot\n", + "\n", + "sns.set_theme(style=\"whitegrid\")" + ] + }, + { + "cell_type": "markdown", + "id": "64ba64ac", + "metadata": {}, + "source": [ + "## First off: Let's visualize our Context Sets" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c71169a7", + "metadata": {}, + "outputs": [], + "source": [ + "train_contexts = []\n", + "eval_contexts = []\n", + "for mode in [\"a\", \"b\", \"c\"]:\n", + " with open(f\"carl_generalization_example/context_sets/train_contexts_{mode}.json\", \"r\") as f:\n", + " trainc = json.load(f)\n", + " with open(f\"carl_generalization_example/context_sets/eval_contexts_{mode}.json\", \"r\") as f:\n", + " evalc = json.load(f)\n", + "\n", + " trainc = pd.DataFrame(trainc).transpose()\n", + " trainc[\"mode\"] = mode\n", + " train_contexts.append(trainc)\n", + "\n", + " evalc = pd.DataFrame(evalc).transpose()\n", + " evalc[\"mode\"] = mode\n", + " eval_contexts.append(evalc)\n", + "\n", + "train_contexts = pd.concat(train_contexts)\n", + "eval_contexts = pd.concat(eval_contexts)\n", + "with open(f\"carl_generalization_example/context_sets/test_contexts.json\", \"r\") as f:\n", + " testc = json.load(f)\n", + "test_contexts = pd.DataFrame(testc).transpose()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "535df9d1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "f, axes = plt.subplots(1, 4, figsize=(30, 6))\n", + "sns.scatterplot(data=test_contexts, x=\"gravity\", y=\"length\", s=200, edgecolor=\"black\", color=\"tab:orange\", linewidth=1.5, alpha=0.8, ax=axes[0])\n", + "axes[0].set_title(\"Test Contexts\")\n", + "axes[0].set_xlabel(\"Gravity\")\n", + "axes[0].set_ylabel(\"Length\")\n", + "\n", + "colors = {\"a\": \"tab:blue\", \"b\": \"tab:red\", \"c\": \"tab:green\"}\n", + "for i, mode in enumerate([\"a\", \"b\", \"c\"]):\n", + " sns.scatterplot(data=train_contexts[train_contexts[\"mode\"] == mode], x=\"gravity\", y=\"length\", s=200, edgecolor=\"black\", color=colors[mode], linewidth=1.5, alpha=0.8, ax=axes[i+1])\n", + " sns.scatterplot(data=eval_contexts[eval_contexts[\"mode\"] == mode], x=\"gravity\", y=\"length\", s=100, color=colors[mode], alpha=0.6, ax=axes[i+1])\n", + " axes[i+1].set_title(f\"Train and Eval Contexts for Mode {mode.capitalize()}\")\n", + " axes[i+1].set_xlabel(\"Gravity\")\n", + " axes[i+1].set_ylabel(\"Length\")\n", + " axes[i+1].set_ylim(0, 1)\n", + " axes[i+1].set_xlim(4.5, 12.5)\n" + ] + }, + { + "cell_type": "markdown", + "id": "60f47d6d", + "metadata": {}, + "source": [ + "## Next: Check out Training Performance" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "99c7c02b", + "metadata": {}, + "outputs": [], + "source": [ + "train_performances = []\n", + "eval_performances = []\n", + "for mode in [\"a\", \"b\", \"c\"]:\n", + " train_results = pd.read_csv(f\"carl_generalization_example/carl_cartpole_generalization_mode_{mode}/seed_42/results.csv\")\n", + " eval_results = pd.read_csv(f\"carl_generalization_example/carl_cartpole_generalization_mode_{mode}/seed_42/eval_results.csv\")\n", + " train_results[\"mode\"] = mode\n", + " eval_results[\"mode\"] = mode\n", + " train_performances.append(train_results)\n", + " eval_performances.append(eval_results)\n", + "train_performances = pd.concat(train_performances)\n", + "eval_performances = pd.concat(eval_performances)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "19ecf802", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'Mean Evaluation Reward')" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "f, axes = plt.subplots(1, 2, figsize=(14, 6))\n", + "train_performances[\"smooth_reward\"] = train_performances[\"mean_episode_reward\"].ewm(span=2500).mean()\n", + "eval_performances[\"smooth_reward\"] = eval_performances[\"mean_eval_reward\"].ewm(span=10).mean()\n", + "sns.lineplot(data=train_performances, x=\"step\", y=\"smooth_reward\", hue=\"mode\", ax=axes[0])\n", + "axes[0].set_xlabel(\"Training Steps\")\n", + "axes[0].set_ylabel(\"Mean Episode Reward\")\n", + "axes[0].set_title(\"Training Performance\")\n", + "sns.lineplot(data=eval_performances, x=\"step\", y=\"smooth_reward\", hue=\"mode\", style=\"mode\", markers=True, dashes=False, linewidth=2.5, alpha=0.8, ax=axes[1])\n", + "axes[1].set_title(\"Evaluation Performance\")\n", + "axes[1].set_xlabel(\"Training Steps\")\n", + "axes[1].set_ylabel(\"Mean Evaluation Reward\")" + ] + }, + { + "cell_type": "markdown", + "id": "5403e461", + "metadata": {}, + "source": [ + "## Lastly: Look at Generalization Capabilities" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "1c055c87", + "metadata": {}, + "outputs": [], + "source": [ + "test_performances = []\n", + "for mode in [\"a\", \"b\", \"c\"]:\n", + " test_results = pd.read_csv(f\"carl_generalization_example/carl_cartpole_generalization_mode_{mode}/testing_seed_42/eval_results.csv\")\n", + " test_results[\"mode\"] = mode\n", + " test_performances.append(test_results)\n", + "test_performances = pd.concat(test_performances)\n", + "test_performances.drop(columns=[\"step\", \"mean_eval_step_reward\", \"eval_episodes\", \"Unnamed: 0\"], inplace=True)\n", + "test_contexts_relevant_only = test_contexts.drop(columns=[\"masscart\", \"masspole\", \"tau\", \"force_mag\", \"initial_state_lower\", \"initial_state_upper\"])\n", + "test_contexts_relevant_only[\"gravity\"] = test_contexts_relevant_only[\"gravity\"].astype(float)\n", + "test_contexts_relevant_only[\"length\"] = test_contexts_relevant_only[\"length\"].astype(float)\n", + "test_contexts_relevant_only[\"context_id\"] = test_contexts_relevant_only.index.astype(int)\n", + "\n", + "merged_test_performances = test_performances.merge(test_contexts_relevant_only, left_on='instances', right_on='context_id')\n", + "# If we would have multiple seeds, now we would average over them\n", + "# Since we don't in this simple example, we skip this steps and directly drop the seed column\n", + "merged_test_performances.drop(columns=[\"seed\"], inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "657fb2dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = sns.displot(data=merged_test_performances, y=\"mean_eval_reward\", hue=\"mode\", kind=\"ecdf\", linewidth=2)\n", + "g.set_axis_labels(\"Mean Evaluation Reward\", \"ECDF\")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "2cb90c36", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = sns.displot(data=merged_test_performances, y=\"mean_eval_reward\", x=\"gravity\", col=\"mode\", kind=\"kde\")\n", + "g.set_axis_labels(\"Gravity\", \"Mean Evaluation Reward\")\n", + "g.set_titles(col_template=\"Test Performance across Gravities for Model {col_name}\")\n", + "g = sns.displot(data=merged_test_performances, y=\"mean_eval_reward\", x=\"length\", color=\"tab:orange\", col=\"mode\", kind=\"kde\")\n", + "g.set_axis_labels(\"Length\", \"Mean Evaluation Reward\")\n", + "g.set_titles(col_template=\"Test Performance across Lengths for Model {col_name}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "072a2b26", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "f = make_generalization_plot(test_performances=merged_test_performances, context_feature_names=[\"gravity\", \"length\"], context_feature_limits={\"gravity\": [5, 12, 8.5, 7], \"length\": [0.1, 0.9, 0.5, 0.3]}, train_contexts=train_contexts)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Mighty-DACS", + "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": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/run_generalization_protocol.sh b/examples/run_generalization_protocol.sh new file mode 100644 index 00000000..c86a4dd4 --- /dev/null +++ b/examples/run_generalization_protocol.sh @@ -0,0 +1,14 @@ +SEED=42 + +# Sample context sets for CARL CartPole +python examples/sample_carl_context_sets.py + +# Run one training run for each context set +python mighty/run_mighty.py 'algorithm=ppo' 'env=CARLCartPole' seed=$SEED 'num_steps=250000' 'env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs]' 'algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048' '+env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json' '+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_a.json' output_dir=examples/carl_generalization_example experiment_name=carl_cartpole_generalization_mode_a/seed +python mighty/run_mighty.py 'algorithm=ppo' 'env=CARLCartPole' seed=$SEED 'num_steps=250000' 'env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs]' 'algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048' '+env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_b.json' '+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_b.json' output_dir=examples/carl_generalization_example experiment_name=carl_cartpole_generalization_mode_b/seed +python mighty/run_mighty.py 'algorithm=ppo' 'env=CARLCartPole' seed=$SEED 'num_steps=250000' 'env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs]' 'algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048' '+env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_c.json' '+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/eval_contexts_c.json' output_dir=examples/carl_generalization_example experiment_name=carl_cartpole_generalization_mode_c/seed + +# Evaluate the trained agents on the test contexts +python mighty/evaluate_mighty.py 'algorithm=ppo' 'env=CARLCartPole' seed=$SEED 'env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs]' 'algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048' '+env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json' '+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json' checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_a/seed_42/checkpoints/250000 output_dir=examples/carl_generalization_example experiment_name=carl_cartpole_generalization_mode_a/testing_seed +python mighty/evaluate_mighty.py 'algorithm=ppo' 'env=CARLCartPole' seed=$SEED 'env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs]' 'algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048' '+env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json' '+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json' checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_b/seed_42/checkpoints/250000 output_dir=examples/carl_generalization_example experiment_name=carl_cartpole_generalization_mode_b/testing_seed +python mighty/evaluate_mighty.py 'algorithm=ppo' 'env=CARLCartPole' seed=$SEED 'env_wrappers=[mighty.mighty_utils.wrappers.FlattenVecObs]' 'algorithm_kwargs.rollout_buffer_kwargs.buffer_size=2048' '+env_kwargs.load_contexts=examples/carl_generalization_example/context_sets/train_contexts_a.json' '+env_kwargs.load_eval_contexts=examples/carl_generalization_example/context_sets/test_contexts.json' checkpoint=examples/carl_generalization_example/carl_cartpole_generalization_mode_c/seed_42/checkpoints/250000 output_dir=examples/carl_generalization_example experiment_name=carl_cartpole_generalization_mode_c/testing_seed \ No newline at end of file diff --git a/examples/sample_carl_context_sets.py b/examples/sample_carl_context_sets.py new file mode 100644 index 00000000..3678dbd4 --- /dev/null +++ b/examples/sample_carl_context_sets.py @@ -0,0 +1,168 @@ +import carl +from carl.context.sampler import ContextSampler +from carl.envs import CARLCartPole + +import json +from pathlib import Path + +def sample_context_sets(): + # Define the context set with different gravity and length values + + # Mode A: Full range of values + gravity_dist = carl.context.context_space.UniformFloatContextFeature( + "gravity", + lower=7.0, + upper=10.0, + ) + length_dist = carl.context.context_space.UniformFloatContextFeature( + "length", + lower=0.3, + upper=0.7, + ) + + context_sampler = ContextSampler( + [gravity_dist, length_dist], + context_space=CARLCartPole.get_context_space(), + seed=42 + ) + contexts_a = context_sampler.sample_contexts(10) + context_sampler.seed(123) + eval_contexts_a = context_sampler.sample_contexts(100) + + # Mode B: Restrict intersection + gravity_dist1 = carl.context.context_space.UniformFloatContextFeature( + "gravity", + lower=7.0, + upper=8.5, + ) + length_dist1 = carl.context.context_space.UniformFloatContextFeature( + "length", + lower=0.3, + upper=0.5, + ) + + gravity_dist2 = carl.context.context_space.UniformFloatContextFeature( + "gravity", + lower=8.5, + upper=10.0, + ) + length_dist2 = carl.context.context_space.UniformFloatContextFeature( + "length", + lower=0.5, + upper=0.7, + ) + + gravity_constant = carl.context.context_space.UniformFloatContextFeature( + "gravity", + lower=7.0, + upper=7.01, + ) + length_constant = carl.context.context_space.UniformFloatContextFeature( + "length", + lower=0.3, + upper=0.31, + ) + + context_sampler = ContextSampler( + [gravity_dist1, length_dist1], + context_space=CARLCartPole.get_context_space(), + seed=42 + ) + contexts_b1 = context_sampler.sample_contexts(4) + context_sampler.seed(123) + eval_contexts_b1 = context_sampler.sample_contexts(34) + + context_sampler = ContextSampler( + [gravity_dist1, length_dist2], + context_space=CARLCartPole.get_context_space(), + seed=42 + ) + contexts_b2 = context_sampler.sample_contexts(3) + contexts_b2 = dict((key+4, value) for (key, value) in contexts_b2.items()) + context_sampler.seed(123) + eval_contexts_b2 = context_sampler.sample_contexts(33) + eval_contexts_b2 = dict((key+34, value) for (key, value) in eval_contexts_b2.items()) + + context_sampler = ContextSampler( + [gravity_dist2, length_dist1], + context_space=CARLCartPole.get_context_space(), + seed=42 + ) + contexts_b3 = context_sampler.sample_contexts(3) + contexts_b3 = dict((key+7, value) for (key, value) in contexts_b3.items()) + context_sampler.seed(123) + eval_contexts_b3 = context_sampler.sample_contexts(33) + eval_contexts_b3 = dict((key+67, value) for (key, value) in eval_contexts_b3.items()) + contexts_b1.update(contexts_b2) + contexts_b1.update(contexts_b3) + contexts_b = contexts_b1 + eval_contexts_b1.update(eval_contexts_b2) + eval_contexts_b1.update(eval_contexts_b3) + eval_contexts_b = eval_contexts_b1 + + # Mode C: Full range for one value, constant for the other + context_sampler = ContextSampler( + [gravity_constant, length_dist], + context_space=CARLCartPole.get_context_space(), + seed=42 + ) + contexts_c1 = context_sampler.sample_contexts(5) + context_sampler.seed(123) + eval_contexts_c1 = context_sampler.sample_contexts(50) + + context_sampler = ContextSampler( + [gravity_dist, length_constant], + context_space=CARLCartPole.get_context_space(), + seed=42 + ) + contexts_c2 = context_sampler.sample_contexts(5) + contexts_c2 = dict((key+5, value) for (key, value) in contexts_c2.items()) + contexts_c2.update(contexts_c1) + contexts_c = contexts_c2 + context_sampler.seed(123) + eval_contexts_c2 = context_sampler.sample_contexts(50) + eval_contexts_c2 = dict((key+50, value) for (key, value) in eval_contexts_c2.items()) + eval_contexts_c2.update(eval_contexts_c1) + eval_contexts_c = eval_contexts_c2 + + gravity_test_dist = carl.context.context_space.UniformFloatContextFeature( + "gravity", + lower=5.0, + upper=12.0, + ) + length_test_dist = carl.context.context_space.UniformFloatContextFeature( + "length", + lower=0.1, + upper=0.9, + ) + + context_sampler = ContextSampler( + [gravity_test_dist, length_test_dist], + context_space=CARLCartPole.get_context_space(), + seed=101 + ) + test_set = context_sampler.sample_contexts(500) + + output_dir = Path("examples") / "carl_generalization_example" / "context_sets" + output_dir.mkdir(parents=True, exist_ok=True) + with open(output_dir / "train_contexts_a.json", "w") as f: + json.dump(contexts_a, f) + with open(output_dir / "eval_contexts_a.json", "w") as f: + json.dump(eval_contexts_a, f) + with open(output_dir / "train_contexts_b.json", "w") as f: + json.dump(contexts_b, f) + with open(output_dir / "eval_contexts_b.json", "w") as f: + json.dump(eval_contexts_b, f) + with open(output_dir / "train_contexts_c.json", "w") as f: + json.dump(contexts_c, f) + with open(output_dir / "eval_contexts_c.json", "w") as f: + json.dump(eval_contexts_c, f) + with open(output_dir / "test_contexts.json", "w") as f: + json.dump(test_set, f) + +if __name__ == "__main__": + if not Path("examples/carl_generalization_example/context_sets/test_contexts.json").exists(): + print("Sampling context sets for CARL CartPole generalization protocol...") + sample_context_sets() + else: + print("Context sets already exist. Skipping sampling.") \ No newline at end of file diff --git a/mighty/configs/base.yaml b/mighty/configs/base.yaml index 67182c3c..a6b2b163 100644 --- a/mighty/configs/base.yaml +++ b/mighty/configs/base.yaml @@ -11,9 +11,12 @@ runner: standard debug: false seed: 0 output_dir: runs -wandb_project: null -tensorboard_file: null experiment_name: mighty_experiment +# This is for optional logging with Weights & Biases +# If trackio is installed, this will be used instead +log_wandb: false +wandb_kwargs: + project: mighty algorithm_kwargs: {} @@ -21,7 +24,7 @@ algorithm_kwargs: {} eval_every_n_steps: 5e3 # After how many steps to evaluate. n_episodes_eval: 10 checkpoint: null # Path to load model checkpoint -save_model_every_n_steps: 5e5 +save_model_every_n_steps: 1000 hydra: run: diff --git a/mighty/configs/cmaes_hpo.yaml b/mighty/configs/cmaes_hpo.yaml index a468865b..ca494f6e 100644 --- a/mighty/configs/cmaes_hpo.yaml +++ b/mighty/configs/cmaes_hpo.yaml @@ -19,9 +19,8 @@ num_steps_per_iteration: 1000 debug: false seed: 0 output_dir: runs -wandb_project: null -tensorboard_file: null experiment_name: mighty_experiment +log_wandb: false algorithm_kwargs: {} diff --git a/mighty/configs/nes.yaml b/mighty/configs/nes.yaml index 78d3509e..1a1ea6df 100644 --- a/mighty/configs/nes.yaml +++ b/mighty/configs/nes.yaml @@ -18,9 +18,8 @@ rl_train_agent: false debug: false seed: 0 output_dir: runs -wandb_project: null -tensorboard_file: null experiment_name: mighty_experiment +log_wandb: false algorithm_kwargs: {} diff --git a/mighty/configs/sweep_rs.yaml b/mighty/configs/sweep_rs.yaml new file mode 100644 index 00000000..8b01df5e --- /dev/null +++ b/mighty/configs/sweep_rs.yaml @@ -0,0 +1,37 @@ +defaults: + - _self_ + - /cluster: local + - algorithm: ppo + - environment: gymnasium/pendulum + - search_space: ppo_rs + - override hydra/job_logging: colorlog + - override hydra/hydra_logging: colorlog + - override hydra/help: mighty_help + - override hydra/sweeper: HyperRS # use Hypersweeper’s RandomSearch + +runner: standard +debug: false +seed: 0 +output_dir: . +experiment_name: ${hydra:run.dir} +log_wandb: false + +algorithm_kwargs: {} + +# Training +eval_every_n_steps: 1e4 # After how many steps to evaluate. +n_episodes_eval: 10 +checkpoint: null # Path to load model checkpoint +save_model_every_n_steps: 5e5 + +hydra: + sweeper: + n_trials: 10 + sweeper_kwargs: + max_parallelization: 0.8 + max_budget: 100000 + search_space: ${search_space} + run: + dir: hpo/random_search/${env}/per_run_data/${now:%m-%d-%H-%M-%S}_seed + sweep: + dir: hpo/random_search/${env}/ \ No newline at end of file diff --git a/mighty/evaluate_mighty.py b/mighty/evaluate_mighty.py new file mode 100644 index 00000000..6b005bda --- /dev/null +++ b/mighty/evaluate_mighty.py @@ -0,0 +1,34 @@ +from pathlib import Path + +import hydra +import numpy as np +import pandas as pd +from omegaconf import DictConfig + +from mighty.mighty_runners.factory import get_runner_class + + +@hydra.main("./configs", "base", version_base=None) +def evaluate_mighty(cfg: DictConfig) -> None: + # Make runner + runner_cls = get_runner_class(cfg.runner) + runner = runner_cls(cfg) + + # Run evaluation + num_eval_instance = len(runner.agent.eval_env.instance_set.keys()) + num_eval_envs = runner.agent.eval_env.unwrapped.num_envs + for _ in range(num_eval_instance // num_eval_envs): + runner.evaluate() + eval_df = pd.DataFrame(runner.agent.eval_buffer) + eval_df.to_csv(Path(runner.agent.output_dir) / "eval_results.csv") + + # Print stats + print("Evaluation finished!") + print( + f"Reached a reward of {np.round(eval_df['mean_eval_reward'].mean(), decimals=2)}." + ) + return eval_df["mean_eval_reward"].mean() + + +if __name__ == "__main__": + evaluate_mighty() diff --git a/mighty/mighty_agents/base_agent.py b/mighty/mighty_agents/base_agent.py index 5debe11e..0f554c3f 100644 --- a/mighty/mighty_agents/base_agent.py +++ b/mighty/mighty_agents/base_agent.py @@ -12,7 +12,6 @@ import numpy as np import pandas as pd import torch -import wandb from omegaconf import DictConfig, OmegaConf from rich import print from rich.layout import Layout @@ -33,6 +32,20 @@ from gymnasium.wrappers import RescaleAction from gymnasium.wrappers.normalize import NormalizeObservation, NormalizeReward +try: + import logging + + import trackio as wandb + + logging.getLogger("httpx").setLevel(logging.WARNING) + print("Found trackio, using it for logging.") +except ImportError: + import wandb + + print( + "Using default wandb logging. If you prefer trackio, please install it with `pip install trackio`." + ) + def seed_env_spaces(env: gym.VectorEnv, seed: int) -> None: env.action_space.seed(seed) @@ -81,12 +94,27 @@ def log_to_wandb(metrics: Dict) -> None: """Wandb logging""" # Only log relevant, serializable keys log_keys = [ - "step", + "env_step", "episode_reward", "Update/policy_loss", "Update/value_loss", "Update/entropy", "Update/approx_kl", + "Update/q_loss1", + "Update/q_loss2", + "Update/policy_loss", + "Update/alpha_loss", + "Update/td_error1", + "Update/td_error2", + "Update/loss", + "Update/td_errors", + "eval_episodes", + "mean_eval_step_reward", + "mean_eval_reward", + "instance", + "eval_rewards", + "eval_after_n_steps", + "update_at_step", ] serializable_metrics = {} for k in log_keys: @@ -111,7 +139,7 @@ def log_to_wandb(metrics: Dict) -> None: except TypeError: print(f"Skipping non-serializable metric: {k}") - wandb.log(serializable_metrics, step=metrics["step"]) + wandb.log(serializable_metrics) class MightyAgent(ABC): @@ -141,6 +169,7 @@ def __init__( # noqa: PLR0915, PLR0912 normalize_obs: bool = False, normalize_reward: bool = False, rescale_action: bool = False, + log_infos: bool = False, ): """Base agent initialization. @@ -180,10 +209,10 @@ def __init__( # noqa: PLR0915, PLR0912 self.seed = seed if self.seed is not None: - random.seed(seed) - np.random.seed(seed) - torch.manual_seed(seed) - torch.cuda.manual_seed_all(seed) + random.seed(int(seed)) + np.random.seed(int(seed)) + torch.manual_seed(int(seed)) + torch.cuda.manual_seed_all(int(seed)) os.environ["PYTHONHASHSEED"] = str(seed) # Replay Buffer @@ -205,6 +234,7 @@ def __init__( # noqa: PLR0915, PLR0912 self.output_dir = output_dir self.verbose = verbose + self.log_infos = log_infos if normalize_obs: env = NormalizeObservation(env) @@ -251,7 +281,7 @@ def __init__( # noqa: PLR0915, PLR0912 self.result_buffer = { "seed": [], - "step": [], + "env_step": [], "reward": [], "action": [], "state": [], @@ -260,18 +290,29 @@ def __init__( # noqa: PLR0915, PLR0912 "truncated": [], "mean_episode_reward": [], } + if hasattr(self.env, "unwrapped") and ( + isinstance(self.env.unwrapped, DACENV) + or isinstance(self.env.unwrapped, CARLENV) + ): + self.result_buffer["instances"] = [] + with open(Path(self.output_dir) / "instance_set.json", "w+") as f: + json.dump(self.env.instance_set, f) + + with open(Path(self.output_dir) / "test_set.json", "w+") as f: + json.dump(self.eval_env.instance_set, f) self.eval_buffer = { - "step": [], + "eval_after_n_steps": [], "seed": [], "eval_episodes": [], "mean_eval_step_reward": [], "mean_eval_reward": [], - "instance": [], + "instances": [], } + self.eval_state = None self.hp_buffer = { - "step": [], + "hps_after_n_steps": [], "hp/lr": [], "hp/pi_epsilon": [], "hp/batch_size": [], @@ -280,7 +321,7 @@ def __init__( # noqa: PLR0915, PLR0912 } self.loss_buffer = None starting_hps = { - "step": 0, + "hps_after_n_steps": 0, "hp/lr": self.learning_rate, "hp/pi_epsilon": self._epsilon, "hp/batch_size": self._batch_size, @@ -359,7 +400,7 @@ def update_agent(self) -> Dict: def adapt_hps(self, metrics: Dict) -> None: """Set hyperparameters.""" old_hps = { - "step": self.steps, + "hps_after_n_steps": self.steps, "hp/lr": self.learning_rate, "hp/pi_epsilon": self._epsilon, "hp/batch_size": self._batch_size, @@ -372,7 +413,7 @@ def adapt_hps(self, metrics: Dict) -> None: self._learning_starts = metrics["hp/learning_starts"] updated_hps = { - "step": self.steps, + "hps_after_n_steps": self.steps, "hp/lr": self.learning_rate, "hp/pi_epsilon": self._epsilon, "hp/batch_size": self._batch_size, @@ -422,7 +463,7 @@ def update(self, metrics: Dict, update_kwargs: Dict) -> Dict: ) metrics.update(agent_update_metrics) - metrics["step"] = self.steps + metrics["env_step"] = self.steps if self.log_wandb: log_to_wandb(metrics=metrics) @@ -567,7 +608,7 @@ def run( # noqa: PLR0915 "env": self.env, "vf": self.value_function, # type: ignore "policy": self.policy, - "step": self.steps, + "env_step": self.steps, "hp/lr": self.learning_rate, "hp/pi_epsilon": self._epsilon, "hp/batch_size": self._batch_size, @@ -575,7 +616,13 @@ def run( # noqa: PLR0915 } # Reset env and initialize reward sum - curr_s, _ = self.env.reset(seed=self.seed) # type: ignore + curr_s, info = self.env.reset(seed=self.seed) # type: ignore + if self.log_infos: + for k in info.keys(): + if not k.startswith("_") and k not in self.result_buffer.keys(): + self.result_buffer[k] = [] + if not k.startswith("_") and k not in self.eval_buffer.keys(): + self.eval_buffer[k] = [] if len(curr_s.squeeze().shape) == 0: episode_reward = [0] else: @@ -611,12 +658,11 @@ def run( # noqa: PLR0915 next_s, reward, terminated, truncated, infos = self.env.step(action) # decide which samples are true “done” - replay_dones = terminated # physics‐failure only + replay_dones = terminated # physics‐failure only dones = np.logical_or(terminated, truncated) - # Overwrite next_s on truncation - # Based on https://github.com/DLR-RM/stable-baselines3/issues/284 + # Based on https://github.com/DLR-RM/stable-baselines3/issues/284 real_next_s = next_s.copy() # infos["final_observation"] is a list/array of the last real obs for i, tr in enumerate(truncated): @@ -627,7 +673,7 @@ def run( # noqa: PLR0915 # Log everything t = { "seed": self.seed, - "step": self.steps, + "env_step": self.steps, "reward": reward, "action": action, "state": curr_s, @@ -640,6 +686,24 @@ def run( # noqa: PLR0915 .numpy() .item(), } + if isinstance(infos, list): + if len(infos) > 0: + infos = { + k: infos[i][k] + for k in list(infos[0].keys()) + for i in range(len(infos)) + } + else: + infos = {} + + t.update(infos) + + if hasattr(self.env, "unwrapped") and ( + isinstance(self.env.unwrapped, DACENV) + or isinstance(self.env.unwrapped, CARLENV) + ): + t["instances"] = self.env.inst_ids + metrics["log_prob"] = log_prob.detach().cpu().numpy() metrics["episode_reward"] = episode_reward metrics["transition"] = t @@ -664,10 +728,10 @@ def run( # noqa: PLR0915 self.result_buffer = update_buffer(self.result_buffer, t) if self.log_wandb: - wandb.log(t) + log_to_wandb(metrics) self.steps += len(action) - metrics["step"] = self.steps + metrics["env_step"] = self.steps steps_since_eval += len(action) steps_since_log += len(action) for _ in range(len(action)): @@ -688,7 +752,7 @@ def run( # noqa: PLR0915 # Evaluate if eval_every_n_steps and steps_since_eval >= eval_every_n_steps: steps_since_eval = 0 - eval_metrics = self.evaluate() + eval_metrics = self.evaluate(log_infos=self.log_infos) evaluation_reward = eval_metrics["eval_rewards"] # Log to command line via rich layout @@ -743,11 +807,6 @@ def run( # noqa: PLR0915 recent_step_reward.pop(0) episode_reward = np.where(dones, 0, episode_reward) # type: ignore # End episode - if isinstance(self.env, DACENV) or isinstance(self.env, CARLENV): - instance = self.env.instance # type: ignore - else: - instance = None - metrics["instance"] = instance episodes += 1 for k in self.meta_modules: self.meta_modules[k].post_episode(metrics) @@ -785,7 +844,9 @@ def apply_config(self, config: Dict) -> None: else: print(f"Trying to set hyperparameter {algo_name} which does not exist.") - def evaluate(self, eval_env: MIGHTYENV | None = None) -> Dict: # type: ignore + def evaluate( + self, eval_env: MIGHTYENV | None = None, log_infos: bool = False + ) -> Dict: # type: ignore """Eval agent on an environment. (Full rollouts). :param env: The environment to evaluate on @@ -798,36 +859,65 @@ def evaluate(self, eval_env: MIGHTYENV | None = None) -> Dict: # type: ignore if eval_env is None: eval_env = self.eval_env - state, _ = eval_env.reset(options=options, seed=self.seed) # type: ignore + if self.eval_state is None: + self.eval_state, _ = eval_env.reset(options=options, seed=self.seed) # type: ignore + rewards = np.zeros(eval_env.num_envs) # type: ignore steps = np.zeros(eval_env.num_envs) # type: ignore mask = np.zeros(eval_env.num_envs) # type: ignore + if log_infos: + infos = {} + info_mask = np.zeros(eval_env.num_envs) + last_info = None while not np.all(mask): - action = self.policy(state, evaluate=True) # type: ignore - state, reward, terminated, truncated, _ = eval_env.step(action) # type: ignore + action = self.policy(self.eval_state, evaluate=True) # type: ignore + self.eval_state, reward, terminated, truncated, info = eval_env.step(action) # type: ignore rewards += reward * (1 - mask) steps += 1 * (1 - mask) dones = np.logical_or(terminated, truncated) + if log_infos: + if last_info is None: + last_info = info + info_mask_copy = np.where(dones, 1, info_mask) + info_mask_copy = np.where(info_mask_copy == 3, 0, info_mask_copy) + for k in info.keys(): + if not k.startswith("_") and "final" not in k: + if k not in infos.keys(): + infos[k] = [] + final_infos = last_info[k][info_mask_copy.astype(bool)] + if len(final_infos) > 0: + infos[k] += final_infos.tolist() + info_mask = np.where(dones, 3, info_mask) + last_info = info mask = np.where(dones, 1, mask) - if isinstance(self.eval_env, DACENV) or isinstance(self.env, CARLENV): - instance = eval_env.instance # type: ignore + if hasattr(self.eval_env, "unwrapped") and ( + isinstance(self.eval_env.unwrapped, DACENV) + or isinstance(self.eval_env.unwrapped, CARLENV) + ): + instances = eval_env.inst_ids # type: ignore else: - instance = "None" + instances = "None" eval_metrics = { - "step": self.steps, + "eval_after_n_steps": self.steps, "seed": self.seed, "eval_episodes": np.array(rewards) / steps, "mean_eval_step_reward": np.mean(rewards) / steps, "mean_eval_reward": np.mean(rewards), - "instance": instance, + "instances": instances, "eval_rewards": rewards, } + + if log_infos: + eval_metrics.update(infos) + for k in eval_metrics.keys(): + if not k.startswith("_") and k not in self.eval_buffer.keys(): + self.eval_buffer[k] = [] self.eval_buffer = update_buffer(self.eval_buffer, eval_metrics) if self.log_wandb: - wandb.log(eval_metrics) + log_to_wandb(eval_metrics) return eval_metrics diff --git a/mighty/mighty_agents/dqn.py b/mighty/mighty_agents/dqn.py index 711f5714..38e7beff 100644 --- a/mighty/mighty_agents/dqn.py +++ b/mighty/mighty_agents/dqn.py @@ -49,6 +49,7 @@ def __init__( render_progress: bool = True, log_wandb: bool = False, wandb_kwargs: dict | None = None, + log_infos: bool = False, replay_buffer_class: str | DictConfig | type[MightyReplay] | None = None, replay_buffer_kwargs: TypeKwargs | None = None, meta_methods: list[str | type] | None = None, @@ -156,12 +157,13 @@ def __init__( normalize_obs=normalize_obs, normalize_reward=normalize_reward, rescale_action=rescale_action, + log_infos=log_infos, ) self.loss_buffer = { "Update/loss": [], "Update/td_errors": [], - "step": [], + "update_at_step": [], } @property @@ -221,7 +223,7 @@ def update_agent(self, transition_batch, batches_left, **kwargs) -> Any: # type metrics_q["Update/td_targets"] = targets.detach().numpy() metrics_q["Update/td_errors"] = (targets - preds).detach().numpy() loss_stats = { - "step": self.steps, + "update_at_step": self.steps, "Update/loss": metrics_q["Update/loss"], "Update/td_errors": metrics_q["Update/td_errors"].mean().item(), "batch_predictions": preds.mean(axis=1).detach().numpy().tolist(), diff --git a/mighty/mighty_agents/ppo.py b/mighty/mighty_agents/ppo.py index 8f9a6fc1..5c9f1590 100644 --- a/mighty/mighty_agents/ppo.py +++ b/mighty/mighty_agents/ppo.py @@ -1,10 +1,8 @@ -import json from pathlib import Path from typing import Dict, List, Optional, Type, Union import numpy as np import torch -import wandb from omegaconf import DictConfig from mighty.mighty_agents.base_agent import MightyAgent, retrieve_class @@ -30,6 +28,7 @@ def __init__( render_progress: bool = True, log_wandb: bool = False, wandb_kwargs: dict | None = None, + log_infos: bool = False, rollout_buffer_class: Optional[ str | DictConfig | Type[MightyRolloutBuffer] ] = MightyRolloutBuffer, @@ -143,6 +142,7 @@ def __init__( normalize_obs=normalize_obs, normalize_reward=normalize_reward, rescale_action=rescale_action, + log_infos=log_infos, ) self.loss_buffer = { @@ -150,12 +150,9 @@ def __init__( "Update/value_loss": [], "Update/entropy": [], "Update/approx_kl": [], - "step": [], + "update_at_step": [], } - if self.log_wandb: - wandb.init(**(wandb_kwargs or {})) - def _initialize_agent(self) -> None: """Initialize PPO specific components.""" @@ -228,19 +225,7 @@ def update_agent( for key, value in metrics.items(): self.loss_buffer[key].append(value) - self.loss_buffer["step"].append(self.steps) - - # Wandb logging - if self.log_wandb: - serializable_metrics = {} - for k, v in metrics.items(): - try: - json.dumps(v) - serializable_metrics[k] = v - except TypeError: - print(f"Skipping non-serializable metric: {k}") - - wandb.log(serializable_metrics, step=self.steps) + self.loss_buffer["update_at_step"].append(self.steps) if batches_left == 0: self.buffer.reset() # type: ignore @@ -350,11 +335,8 @@ def load(self, path: str) -> None: base_path = Path(path) self.model.policy_head.load_state_dict(torch.load(base_path / "policy_head.pt")) # type: ignore self.model.value_head.load_state_dict(torch.load(base_path / "value_head.pt")) # type: ignore - self.update_fn.policy_optimizer.load_state_dict( # type: ignore - torch.load(base_path / "policy_optimizer.pt") - ) - self.update_fn.value_optimizer.load_state_dict( # type: ignore - torch.load(base_path / "value_optimizer.pt") + self.update_fn.optimizer.load_state_dict( # type: ignore + torch.load(base_path / "optimizer.pt") ) if self.verbose: diff --git a/mighty/mighty_agents/sac.py b/mighty/mighty_agents/sac.py index bd26e1d6..5938ccba 100644 --- a/mighty/mighty_agents/sac.py +++ b/mighty/mighty_agents/sac.py @@ -26,6 +26,7 @@ def __init__( learning_starts: int = 10000, update_every: int = 50, n_gradient_steps: int = 1, + log_infos: bool = False, # --- Learning rates --- policy_lr: float = 3e-4, q_lr: float = 3e-4, @@ -116,6 +117,7 @@ def __init__( rescale_action=rescale_action, batch_size=batch_size, learning_rate=policy_lr, # For compatibility with base class + log_infos=log_infos, ) # Initialize loss buffer for logging @@ -125,7 +127,7 @@ def __init__( "Update/policy_loss": [], "Update/td_error1": [], "Update/td_error2": [], - "step": [], + "update_at_step": [], } def _initialize_agent(self) -> None: @@ -190,7 +192,7 @@ def update_agent(self, *args, **kwargs) -> Dict[str, float]: metrics_acc[k] /= self.n_gradient_steps # Log to buffer - stats = {**metrics_acc, "step": self.steps} + stats = {**metrics_acc, "update_at_step": self.steps} self.loss_buffer = update_buffer(self.loss_buffer, stats) return metrics_acc diff --git a/mighty/mighty_exploration/mighty_exploration_policy.py b/mighty/mighty_exploration/mighty_exploration_policy.py index 4d37e4a3..ea638885 100644 --- a/mighty/mighty_exploration/mighty_exploration_policy.py +++ b/mighty/mighty_exploration/mighty_exploration_policy.py @@ -2,13 +2,10 @@ from __future__ import annotations -from typing import Tuple - import numpy as np import torch from torch.distributions import Categorical, Normal -from mighty.mighty_models import SACModel def sample_nondeterministic_logprobs( diff --git a/mighty/mighty_exploration/stochastic_policy.py b/mighty/mighty_exploration/stochastic_policy.py index 4c57c20b..955ea688 100644 --- a/mighty/mighty_exploration/stochastic_policy.py +++ b/mighty/mighty_exploration/stochastic_policy.py @@ -89,7 +89,6 @@ def explore(self, s, return_logp, metrics=None) -> Tuple[np.ndarray, torch.Tenso action, z, mean, log_std = model_output if not self.algo == "sac": - log_prob = sample_nondeterministic_logprobs( z=z, mean=mean, @@ -121,7 +120,6 @@ def explore(self, s, return_logp, metrics=None) -> Tuple[np.ndarray, torch.Tenso # Tanh squashing mode: (action, z, mean, log_std) action, z, mean, log_std = model_output if not self.algo == "sac": - log_prob = sample_nondeterministic_logprobs( z=z, mean=mean, diff --git a/mighty/mighty_meta/cosine_lr_schedule.py b/mighty/mighty_meta/cosine_lr_schedule.py index 1fd44175..439273d1 100644 --- a/mighty/mighty_meta/cosine_lr_schedule.py +++ b/mighty/mighty_meta/cosine_lr_schedule.py @@ -44,19 +44,19 @@ def adapt_lr(self, metrics): """ reset = False if self.restart_every > 0: - if self.n_restarts < np.floor(metrics["step"] / self.restart_every): + if self.n_restarts < np.floor(metrics["env_step"] / self.restart_every): self.n_restarts += 1 self.eta_max = ( self.eta_min + 0.5 * (self.eta_max - self.eta_min) - * (1 + np.cos((metrics["step"] / self.t_max) * np.pi)) + * (1 + np.cos((metrics["env_step"] / self.t_max) * np.pi)) * self.t_mult ) metrics["hp/lr"] = self.eta_max reset = True - if metrics["step"] < self.t_max and not reset: + if metrics["env_step"] < self.t_max and not reset: metrics["hp/lr"] = self.eta_min + 0.5 * (self.eta_max - self.eta_min) * ( - 1 + np.cos((metrics["step"] / self.t_max) * np.pi) + 1 + np.cos((metrics["env_step"] / self.t_max) * np.pi) ) diff --git a/mighty/mighty_models/sac.py b/mighty/mighty_models/sac.py index 045d9d91..74542072 100644 --- a/mighty/mighty_models/sac.py +++ b/mighty/mighty_models/sac.py @@ -31,16 +31,12 @@ def __init__( # This model is continuous only self.continuous_action = True - + # Register the per-dim scale and bias so we can rescale [-1,1]→[low,high]. action_low = torch.as_tensor(action_low, dtype=torch.float32) action_high = torch.as_tensor(action_high, dtype=torch.float32) - self.register_buffer( - "action_scale", (action_high - action_low) / 2.0 - ) - self.register_buffer( - "action_bias", (action_high + action_low) / 2.0 - ) + self.register_buffer("action_scale", (action_high - action_low) / 2.0) + self.register_buffer("action_bias", (action_high + action_low) / 2.0) head_kwargs = {"hidden_sizes": [256, 256], "activation": "relu"} feature_extractor_kwargs = { @@ -71,13 +67,13 @@ def __init__( self.policy_feature_extractor, policy_feat_dim = make_feature_extractor( **feature_extractor_kwargs ) - + # Policy head: just the final output layer self.policy_head = make_policy_head( in_size=policy_feat_dim, out_size=self.action_size * 2, # mean and log_std hidden_sizes=[], # No hidden layers, just final linear layer - activation=head_kwargs["activation"] + activation=head_kwargs["activation"], ) # Create policy_net for backward compatibility @@ -86,46 +82,62 @@ def __init__( # Q-networks: feature extractors + heads q_feature_extractor_kwargs = feature_extractor_kwargs.copy() q_feature_extractor_kwargs["obs_shape"] = self.obs_size + self.action_size - + # Q-network 1 - self.q_feature_extractor1, q_feat_dim = make_feature_extractor(**q_feature_extractor_kwargs) + self.q_feature_extractor1, q_feat_dim = make_feature_extractor( + **q_feature_extractor_kwargs + ) self.q_head1 = make_q_head( in_size=q_feat_dim, hidden_sizes=[], # No hidden layers, just final linear layer - activation=head_kwargs["activation"] + activation=head_kwargs["activation"], ) self.q_net1 = nn.Sequential(self.q_feature_extractor1, self.q_head1) # Q-network 2 - self.q_feature_extractor2, _ = make_feature_extractor(**q_feature_extractor_kwargs) + self.q_feature_extractor2, _ = make_feature_extractor( + **q_feature_extractor_kwargs + ) self.q_head2 = make_q_head( in_size=q_feat_dim, hidden_sizes=[], # No hidden layers, just final linear layer - activation=head_kwargs["activation"] + activation=head_kwargs["activation"], ) self.q_net2 = nn.Sequential(self.q_feature_extractor2, self.q_head2) # Target Q-networks - self.target_q_feature_extractor1, _ = make_feature_extractor(**q_feature_extractor_kwargs) + self.target_q_feature_extractor1, _ = make_feature_extractor( + **q_feature_extractor_kwargs + ) self.target_q_head1 = make_q_head( in_size=q_feat_dim, hidden_sizes=[], # No hidden layers, just final linear layer - activation=head_kwargs["activation"] + activation=head_kwargs["activation"], + ) + self.target_q_net1 = nn.Sequential( + self.target_q_feature_extractor1, self.target_q_head1 ) - self.target_q_net1 = nn.Sequential(self.target_q_feature_extractor1, self.target_q_head1) - self.target_q_feature_extractor2, _ = make_feature_extractor(**q_feature_extractor_kwargs) + self.target_q_feature_extractor2, _ = make_feature_extractor( + **q_feature_extractor_kwargs + ) self.target_q_head2 = make_q_head( in_size=q_feat_dim, hidden_sizes=[], # No hidden layers, just final linear layer - activation=head_kwargs["activation"] + activation=head_kwargs["activation"], + ) + self.target_q_net2 = nn.Sequential( + self.target_q_feature_extractor2, self.target_q_head2 ) - self.target_q_net2 = nn.Sequential(self.target_q_feature_extractor2, self.target_q_head2) # Copy weights from live to target networks - self.target_q_feature_extractor1.load_state_dict(self.q_feature_extractor1.state_dict()) + self.target_q_feature_extractor1.load_state_dict( + self.q_feature_extractor1.state_dict() + ) self.target_q_head1.load_state_dict(self.q_head1.state_dict()) - self.target_q_feature_extractor2.load_state_dict(self.q_feature_extractor2.state_dict()) + self.target_q_feature_extractor2.load_state_dict( + self.q_feature_extractor2.state_dict() + ) self.target_q_head2.load_state_dict(self.q_head2.state_dict()) # Freeze target networks @@ -173,24 +185,26 @@ def forward( """ x = self.policy_net(state) mean, log_std = x.chunk(2, dim=-1) - + # Soft clamping log_std = torch.tanh(log_std) - log_std = self.log_std_min + 0.5 * (self.log_std_max - self.log_std_min) * (log_std + 1) - + log_std = self.log_std_min + 0.5 * (self.log_std_max - self.log_std_min) * ( + log_std + 1 + ) + std = torch.exp(log_std) if deterministic: z = mean else: z = mean + std * torch.randn_like(mean) - + # tanh→[-1,1] raw_action = torch.tanh(z) # Rescale into [action_low, action_high] action = raw_action * self.action_scale + self.action_bias - + return action, z, mean, log_std def policy_log_prob( @@ -256,4 +270,4 @@ def make_policy_head(in_size, out_size, hidden_sizes=None, activation="relu"): last_size = size layers.append(nn.Linear(last_size, out_size)) - return nn.Sequential(*layers) \ No newline at end of file + return nn.Sequential(*layers) diff --git a/mighty/mighty_runners/mighty_online_runner.py b/mighty/mighty_runners/mighty_online_runner.py index b09f4295..b8c9c481 100644 --- a/mighty/mighty_runners/mighty_online_runner.py +++ b/mighty/mighty_runners/mighty_online_runner.py @@ -8,5 +8,5 @@ class MightyOnlineRunner(MightyRunner): def run(self) -> Tuple[Dict, Dict]: train_results = self.train(self.num_steps) - eval_results = self.evaluate() + eval_results = self.evaluate(log_infos=self.log_infos) return train_results, eval_results diff --git a/mighty/mighty_runners/mighty_runner.py b/mighty/mighty_runners/mighty_runner.py index 0dafa17e..e77aec93 100644 --- a/mighty/mighty_runners/mighty_runner.py +++ b/mighty/mighty_runners/mighty_runner.py @@ -53,20 +53,27 @@ def wrap_eval(): # type: ignore return wrapped_env eval_env = wrap_eval() + log_infos = cfg.log_infos if "log_infos" in cfg else False # Setup agent agent_class = get_agent_class(cfg.algorithm) args_agent = dict(cfg.algorithm_kwargs) + log_wandb = cfg.get("log_wandb", False) + wandb_kwargs = cfg.get("wandb_kwargs", {}) self.agent = agent_class( # type: ignore env=env, eval_env=eval_env, output_dir=output_dir, seed=cfg.seed, + log_wandb=log_wandb, + wandb_kwargs=wandb_kwargs, + log_infos=log_infos, **args_agent, ) self.eval_every_n_steps = cfg.eval_every_n_steps self.num_steps = cfg.num_steps + self.log_infos = log_infos # Load checkpoint if one is given if cfg.checkpoint is not None: @@ -84,8 +91,8 @@ def train(self, num_steps: int, env=None) -> Any: # type: ignore n_steps=num_steps, env=env, eval_every_n_steps=self.eval_every_n_steps ) - def evaluate(self, eval_env=None) -> Any: # type: ignore - return self.agent.evaluate(eval_env) + def evaluate(self, eval_env=None, log_infos=False) -> Any: # type: ignore + return self.agent.evaluate(eval_env, log_infos=log_infos) def run(self) -> Tuple[Dict, Dict]: raise NotImplementedError diff --git a/mighty/mighty_update/sac_update.py b/mighty/mighty_update/sac_update.py index 83a5018c..f4fc6d5e 100644 --- a/mighty/mighty_update/sac_update.py +++ b/mighty/mighty_update/sac_update.py @@ -138,7 +138,7 @@ def update(self, batch: TransitionBatch) -> Dict: a, z, mean, log_std = self.model(states) logp = self.model.policy_log_prob(z, mean, log_std) sa_pi = torch.cat([states, a], dim=-1) - + q1_pi = self.model.q_net1(sa_pi) q2_pi = self.model.q_net2(sa_pi) q_pi = torch.min(q1_pi, q2_pi) @@ -153,10 +153,13 @@ def update(self, batch: TransitionBatch) -> Dict: # Get fresh sample for alpha update with torch.no_grad(): _, z_alpha, mean_alpha, log_std_alpha = self.model(states) - logp_alpha = self.model.policy_log_prob(z_alpha, mean_alpha, log_std_alpha) - + logp_alpha = self.model.policy_log_prob( + z_alpha, mean_alpha, log_std_alpha + ) + alpha_loss = -( - self.log_alpha.exp() * (logp_alpha.detach() + self.target_entropy) + self.log_alpha.exp() + * (logp_alpha.detach() + self.target_entropy) ).mean() self.alpha_optimizer.zero_grad() alpha_loss.backward() diff --git a/mighty/mighty_utils/envs.py b/mighty/mighty_utils/envs.py index d1f31cb6..0a9d6920 100644 --- a/mighty/mighty_utils/envs.py +++ b/mighty/mighty_utils/envs.py @@ -3,6 +3,7 @@ from __future__ import annotations import importlib +import json from functools import partial from typing import TYPE_CHECKING, Any, Callable, Tuple @@ -144,6 +145,11 @@ def make_carl_env( eval_contexts = context_sampler.sample_contexts( env_kwargs["num_evaluation_contexts"] # type: ignore ) + elif "load_contexts" in env_kwargs: # type: ignore + with open(env_kwargs["load_contexts"], "r") as f: # type: ignore + contexts = json.load(f) + with open(env_kwargs["load_eval_contexts"], "r") as f: # type: ignore + eval_contexts = json.load(f) else: contexts = {0: env_class.get_default_context()} eval_contexts = {0: env_class.get_default_context()} diff --git a/mighty/mighty_utils/mighty_types.py b/mighty/mighty_utils/mighty_types.py index 1e643147..4ef19679 100644 --- a/mighty/mighty_utils/mighty_types.py +++ b/mighty/mighty_utils/mighty_types.py @@ -16,21 +16,21 @@ dacbench = importlib.util.find_spec("dacbench") dacbench_found = dacbench is not None if dacbench_found: - import dacbench + from mighty.mighty_utils.wrappers import ContextualVecEnv - MIGHTYENV = dacbench.AbstractEnv - DACENV = dacbench.AbstractEnv + MIGHTYENV = ContextualVecEnv + DACENV = ContextualVecEnv else: DACENV = int carl = importlib.util.find_spec("carl") carl_found = carl is not None if carl_found: - from carl.envs.carl_env import CARLEnv + from mighty.mighty_utils.wrappers import CARLVectorEnvSimulator if MIGHTYENV is None: - MIGHTYENV = CARLEnv - CARLENV = CARLEnv + MIGHTYENV = CARLVectorEnvSimulator + CARLENV = CARLVectorEnvSimulator else: CARLENV = int diff --git a/mighty/mighty_utils/plotting.py b/mighty/mighty_utils/plotting.py index b43bb0a9..458acca1 100644 --- a/mighty/mighty_utils/plotting.py +++ b/mighty/mighty_utils/plotting.py @@ -7,6 +7,7 @@ import pandas as pd import seaborn as sns from matplotlib.backends.backend_agg import FigureCanvasAgg +from matplotlib.patches import Rectangle from PIL import Image from rliable import library as rly from rliable import metrics, plot_utils @@ -421,3 +422,201 @@ def plot_deepcave( if save_path is not None: fig.savefig(save_path, bbox_inches="tight", dpi=600) return plotly_fig2array(fig) + + +def get_performance_patches( + test_performances: pd.DataFrame, + context_feature_names: list, + context_feature_limits: dict, + num_bins: int = 10, +): + c1s = [] + c2s = [] + performances = [] + modes = [] + + if "context_id" in test_performances.columns: + test_performances = test_performances.drop(columns=["context_id"]) + if "instances" in test_performances.columns: + test_performances = test_performances.drop(columns=["instances"]) + + cf1_interval_borders = np.linspace( + context_feature_limits[context_feature_names[0]][0], + context_feature_limits[context_feature_names[0]][1], + num_bins + 1, + ) + cf2_interval_borders = np.linspace( + context_feature_limits[context_feature_names[1]][0], + context_feature_limits[context_feature_names[1]][1], + num_bins + 1, + ) + cf1_intervals = [ + (cf1_interval_borders[i], cf1_interval_borders[i + 1]) + for i in range(len(cf1_interval_borders) - 1) + ] + cf2_intervals = [ + (cf2_interval_borders[i], cf2_interval_borders[i + 1]) + for i in range(len(cf2_interval_borders) - 1) + ] + + for mode in ["a", "b", "c"]: + mode_df = test_performances[test_performances["mode"] == mode] + for c1 in cf1_intervals: + for c2 in cf2_intervals: + subset = mode_df[ + (mode_df["gravity"] > c1[0]) + & (mode_df["gravity"] <= c1[1]) + & (mode_df["length"] > c2[0]) + & (mode_df["length"] <= c2[1]) + ] + if not subset.empty: + c2s.append((np.round(c2[0], 1), np.round(c2[1], 1))) + c1s.append((np.round(c1[0], 1), np.round(c1[1], 1))) + performances.append(subset["mean_eval_reward"].mean()) + modes.append(mode) + patched_performances = pd.DataFrame( + { + f"{context_feature_names[1]}": c2s, + f"{context_feature_names[0]}": c1s, + "mean_eval_reward": performances, + "mode": modes, + } + ) + return patched_performances, cf1_intervals, cf2_intervals + + +def get_patch_positions(contexts, context_feature_name, intervals): + cf_min = [ + contexts[context_feature_name].min() > c[0] + and contexts[context_feature_name].min() <= c[1] + for c in intervals + ].index(True) + cf_max = [ + contexts[context_feature_name].max() > c[0] + and contexts[context_feature_name].max() <= c[1] + for c in intervals + ].index(True) + return cf_min, cf_max + + +def make_generalization_plot( + test_performances: pd.DataFrame, + context_feature_names: list, + context_feature_limits: dict, + train_contexts: pd.DataFrame, + num_bins: int = 10, +): + patched_performances, cf1_intervals, cf2_intervals = get_performance_patches( + test_performances, context_feature_names, context_feature_limits, num_bins + ) + + f, axes = plt.subplots(1, 3, figsize=(21, 6), dpi=300) + df_mode_a = patched_performances[patched_performances["mode"] == "a"].drop( + columns=["mode"] + ) + train_mode_a = train_contexts[train_contexts["mode"] == "a"] + sns.heatmap( + df_mode_a.pivot(index="gravity", columns="length", values="mean_eval_reward"), + fmt=".2f", + cmap="rocket", + ax=axes[0], + ) + axes[0].set_title("Mode A") + cf1_min, cf1_max = get_patch_positions( + train_mode_a, context_feature_names[0], cf1_intervals + ) + cf2_min, cf2_max = get_patch_positions( + train_mode_a, context_feature_names[1], cf2_intervals + ) + + xy = (cf1_min, cf2_min) + height = cf1_max + 1 - cf1_min + width = cf2_max + 1 - cf2_min + patch = Rectangle( + xy=xy, width=width, height=height, facecolor="none", edgecolor="tab:blue", lw=5 + ) + axes[0].add_patch(patch) + + df_mode_b = patched_performances[patched_performances["mode"] == "b"].drop( + columns=["mode"] + ) + train_mode_b = train_contexts[train_contexts["mode"] == "b"] + sns.heatmap( + df_mode_b.pivot(index="gravity", columns="length", values="mean_eval_reward"), + fmt=".2f", + cmap="rocket", + ax=axes[1], + ) + axes[1].set_title("Mode B") + cf1_min, cf1_max = get_patch_positions( + train_mode_b, context_feature_names[0], cf1_intervals + ) + cf2_min, cf2_max = get_patch_positions( + train_mode_b, context_feature_names[1], cf2_intervals + ) + cf1_constraint = [ + context_feature_limits[context_feature_names[0]][2] >= g[0] + and context_feature_limits[context_feature_names[0]][2] <= g[1] + for g in cf1_intervals + ].index(True) + cf2_constraint = [ + context_feature_limits[context_feature_names[1]][2] >= l[0] + and context_feature_limits[context_feature_names[1]][2] <= l[1] + for l in cf2_intervals # noqa: E741 + ].index(True) + + xy = (cf1_min, cf2_min) + height = cf1_max + 1 - cf1_min + width = cf2_constraint + 1 - cf2_min + patch = Rectangle( + xy=xy, width=width, height=height, facecolor="none", edgecolor="tab:blue", lw=5 + ) + axes[1].add_patch(patch) + height = cf1_constraint + 1 - cf1_min + width = cf2_max + 1 - cf2_min + patch = Rectangle( + xy=xy, width=width, height=height, facecolor="none", edgecolor="tab:blue", lw=5 + ) + axes[1].add_patch(patch) + + df_mode_c = patched_performances[patched_performances["mode"] == "c"].drop( + columns=["mode"] + ) + train_mode_c = train_contexts[train_contexts["mode"] == "c"] + sns.heatmap( + df_mode_c.pivot(index="gravity", columns="length", values="mean_eval_reward"), + fmt=".2f", + cmap="rocket", + ax=axes[2], + ) + axes[2].set_title("Mode C") + cf1_min, cf1_max = get_patch_positions( + train_mode_c, context_feature_names[0], cf1_intervals + ) + cf2_min, cf2_max = get_patch_positions( + train_mode_c, context_feature_names[1], cf2_intervals + ) + cf1_limit = context_feature_limits[context_feature_names[0]][3] + cf2_limit = context_feature_limits[context_feature_names[1]][3] + + xy = ( + [cf1_limit >= g[0] and cf1_limit <= g[1] for g in cf1_intervals].index(True), + cf1_min, + ) + height = cf1_max + 1 - cf1_min + width = 1 + patch = Rectangle( + xy=xy, width=width, height=height, facecolor="none", edgecolor="tab:blue", lw=5 + ) + axes[2].add_patch(patch) + xy = ( + cf1_min, + [cf2_limit >= l[0] and cf2_limit <= l[1] for l in cf2_intervals].index(True), # noqa: E741 + ) + height = 1 + width = cf2_max + 1 - cf2_min + patch = Rectangle( + xy=xy, width=width, height=height, facecolor="none", edgecolor="tab:blue", lw=5 + ) + axes[2].add_patch(patch) + return f diff --git a/mighty/mighty_utils/wrappers.py b/mighty/mighty_utils/wrappers.py index 70b93ed3..e46ff786 100644 --- a/mighty/mighty_utils/wrappers.py +++ b/mighty/mighty_utils/wrappers.py @@ -107,13 +107,11 @@ def __init__(self, env): """ super().__init__(env) self.n_actions = len(self.env.action_space.nvec) - + self.action_mapper = {} for idx, prod_idx in zip( range(np.prod(self.env.action_space.nvec)), - itertools.product( - *[np.arange(val) for val in self.env.action_space.nvec] - ), + itertools.product(*[np.arange(val) for val in self.env.action_space.nvec]), ): self.action_mapper[idx] = prod_idx @@ -163,6 +161,8 @@ def step(self, actions): return self.env.step(actions) else: obs, reward, te, tr, info = self.env.step(actions[0]) + if te or tr: + obs, info = self.env.reset() return ( np.array([obs]), np.array([reward]), diff --git a/mighty/run_mighty.py b/mighty/run_mighty.py index 559890a4..5e4b7626 100644 --- a/mighty/run_mighty.py +++ b/mighty/run_mighty.py @@ -21,7 +21,7 @@ def run_mighty(cfg: DictConfig) -> None: # Print stats print("Training finished!") print( - f"Reached a reward of {np.round(eval_result['mean_eval_reward'], decimals=2)} in {train_result['step']} steps and {np.round(end - start, decimals=2)}s." + f"Reached a reward of {np.round(eval_result['mean_eval_reward'], decimals=2)} in {train_result['env_step']} steps and {np.round(end - start, decimals=2)}s." ) return eval_result["mean_eval_reward"] diff --git a/pyproject.toml b/pyproject.toml index 052e953b..eb072d7f 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -92,3 +92,8 @@ omit = [ "mighty/mighty_utils/plotting.py", "mighty/mighty_utils/test_helpers.py" ] + +[dependency-groups] +dev = [ + "ipykernel>=6.29.5", +] diff --git a/test/agents/test_sac_agent.py b/test/agents/test_sac_agent.py index 66e75b42..e15b520c 100644 --- a/test/agents/test_sac_agent.py +++ b/test/agents/test_sac_agent.py @@ -104,7 +104,7 @@ def test_update(self): "step": step, "transition": { "terminated": terminated, # Use the terminated from env.step() - } + }, } agent.process_transition( curr_s, @@ -330,4 +330,4 @@ def test_reproducibility(self): original_metrics["Update/policy_loss"], new_metrics["Update/policy_loss"], ), "Policy loss should be the same with same seed" - clean(output_dir) \ No newline at end of file + clean(output_dir) diff --git a/test/models/test_sac_networks.py b/test/models/test_sac_networks.py index 54622d2e..e0e0b8fb 100644 --- a/test/models/test_sac_networks.py +++ b/test/models/test_sac_networks.py @@ -19,16 +19,20 @@ def test_init(self): assert sac.continuous_action is True, "SAC should always be continuous" # Check network structure - updated for feature extractor + head architecture - assert hasattr(sac, "policy_feature_extractor"), "Should have policy feature extractor" + assert hasattr(sac, "policy_feature_extractor"), ( + "Should have policy feature extractor" + ) assert hasattr(sac, "policy_head"), "Should have policy head" - assert isinstance(sac.policy_net, nn.Sequential), "Policy network should be Sequential" - + assert isinstance(sac.policy_net, nn.Sequential), ( + "Policy network should be Sequential" + ) + # Check Q-networks assert hasattr(sac, "q_feature_extractor1"), "Should have Q1 feature extractor" assert hasattr(sac, "q_head1"), "Should have Q1 head" assert isinstance(sac.q_net1, nn.Sequential), "Q-network 1 should be Sequential" assert isinstance(sac.q_net2, nn.Sequential), "Q-network 2 should be Sequential" - + # Check target networks assert isinstance(sac.target_q_net1, nn.Sequential), ( "Target Q-network 1 should be Sequential" @@ -64,17 +68,15 @@ def test_init(self): "Q1 feature extractor parameters should require gradients" ) for param in sac.q_head1.parameters(): - assert param.requires_grad, ( - "Q1 head parameters should require gradients" - ) + assert param.requires_grad, "Q1 head parameters should require gradients" for param in sac.q_feature_extractor2.parameters(): assert param.requires_grad, ( "Q2 feature extractor parameters should require gradients" ) for param in sac.q_head2.parameters(): - assert param.requires_grad, ( - "Q2 head parameters should require gradients" - ) + assert param.requires_grad, "Q2 head parameters should require gradients" + for param in sac.q_head2.parameters(): + assert param.requires_grad, "Q2 head parameters should require gradients" def test_init_custom_params(self): """Test initialization with custom parameters.""" @@ -234,7 +236,7 @@ def test_policy_log_prob(self): # Check that log probabilities are finite assert torch.all(torch.isfinite(log_prob)), "Log probs should be finite" - + # Note: Log probabilities can be positive in some cases for transformed distributions # The key constraint is that they should be reasonable values # For SAC with tanh transformation, log probs can be positive due to the Jacobian correction @@ -273,14 +275,16 @@ def test_target_networks_initialization(self): # Check that target feature extractors have same weights as live ones for p1, p_target1 in zip( - sac.q_feature_extractor1.parameters(), sac.target_q_feature_extractor1.parameters() + sac.q_feature_extractor1.parameters(), + sac.target_q_feature_extractor1.parameters(), ): assert torch.allclose(p1, p_target1), ( "Target Q1 feature extractor should have same initial weights" ) for p2, p_target2 in zip( - sac.q_feature_extractor2.parameters(), sac.target_q_feature_extractor2.parameters() + sac.q_feature_extractor2.parameters(), + sac.target_q_feature_extractor2.parameters(), ): assert torch.allclose(p2, p_target2), ( "Target Q2 feature extractor should have same initial weights" @@ -366,9 +370,7 @@ def test_gradient_flow(self): q1_feat_has_grad = any( p.grad is not None for p in sac.q_feature_extractor1.parameters() ) - q1_head_has_grad = any( - p.grad is not None for p in sac.q_head1.parameters() - ) + q1_head_has_grad = any(p.grad is not None for p in sac.q_head1.parameters()) assert q1_feat_has_grad or q1_head_has_grad, ( "Q1 feature extractor or head should have gradients" ) @@ -383,9 +385,7 @@ def test_gradient_flow(self): assert not target_q1_feat_has_grad, ( "Target Q1 feature extractor should not have gradients" ) - assert not target_q1_head_has_grad, ( - "Target Q1 head should not have gradients" - ) + assert not target_q1_head_has_grad, "Target Q1 head should not have gradients" def test_numerical_stability(self): """Test numerical stability of log probability calculation.""" @@ -420,21 +420,23 @@ def test_action_scaling(self): # Test with custom action bounds action_low = -2.5 action_high = 1.5 - sac = SACModel(obs_size=3, action_size=2, action_low=action_low, action_high=action_high) - + sac = SACModel( + obs_size=3, action_size=2, action_low=action_low, action_high=action_high + ) + dummy_state = torch.rand((5, 3)) action, z, mean, log_std = sac(dummy_state) - + # Actions should be within the specified bounds assert torch.all(action >= action_low), f"Actions should be >= {action_low}" assert torch.all(action <= action_high), f"Actions should be <= {action_high}" - + # Check the scaling math raw_action = torch.tanh(z) expected_scale = (action_high - action_low) / 2.0 expected_bias = (action_high + action_low) / 2.0 expected_action = raw_action * expected_scale + expected_bias - + assert torch.allclose(action, expected_action, atol=1e-6), ( "Action scaling should match expected formula" ) @@ -443,4 +445,4 @@ def test_action_scaling(self): ) assert torch.allclose(sac.action_bias, torch.tensor(expected_bias)), ( "Action bias should be computed correctly" - ) \ No newline at end of file + )