WIP
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commit
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import math
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import threading
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import time
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from threading import Thread
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class TemporalQueue:
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def __init__(self):
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self.items = []
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self.timestamps = []
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def add(self, item, timestamp):
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self.items.append(item)
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self.timestamps.append(timestamp)
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def get(self, timestamp=None):
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if timestamp is None:
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return self.items[-1], self.timestamps[-1]
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# TODO(rcadene): implement nearest neighbor instead of hacky floor
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for idx, t in list(enumerate(self.timestamps))[::-1]:
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if math.floor(t) == math.floor(timestamp):
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return self.items[idx], t
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raise ValueError()
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def __len__(self):
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return len(self.items)
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class Policy:
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def __init__(self):
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self.obs_queue = TemporalQueue()
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self.action_queue = TemporalQueue()
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self.thread = None
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def inference(self, observation):
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# TODO
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time.sleep(0.5)
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return observation
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def inference_loop(self):
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previous_timestamp = None
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while not self.stop_event.is_set():
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latest_observation, latest_timestamp = self.obs_queue.get()
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if previous_timestamp is not None and previous_timestamp == latest_timestamp:
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time.sleep(
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0.1
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) # in case inference ran faster than recording/adding a new observation in the queue
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else:
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predicted_action_sequence = self.inference(latest_observation)
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self.action_queue.add(predicted_action_sequence, latest_timestamp)
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previous_timestamp = latest_timestamp
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def select_action(
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self,
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new_observation: int,
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) -> list[int]:
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present_time = time.time()
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self.obs_queue.add(new_observation, present_time)
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if self.thread is None:
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self.stop_event = threading.Event()
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self.thread = Thread(target=self.inference_loop, args=())
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self.thread.daemon = True
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self.thread.start()
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next_action = None
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while next_action is None:
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try:
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next_action = self.action_queue.get(present_time)
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except ValueError:
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time.sleep(0.1) # no action available at this present time, we wait a bit
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return next_action
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if __name__ == "__main__":
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time.sleep(1)
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policy = Policy()
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for new_observation in range(10):
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next_action = policy.select_action(new_observation)
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print(f"{new_observation=}, {next_action=}")
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time.sleep(0.5) # frequency at which we receive a new observation (5 Hz = 0.2 s)
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