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In-context Reinforcement Learning with Algorithm Distillation (2210.14215v1)

Published 25 Oct 2022 in cs.LG and cs.AI

Abstract: We propose Algorithm Distillation (AD), a method for distilling reinforcement learning (RL) algorithms into neural networks by modeling their training histories with a causal sequence model. Algorithm Distillation treats learning to reinforcement learn as an across-episode sequential prediction problem. A dataset of learning histories is generated by a source RL algorithm, and then a causal transformer is trained by autoregressively predicting actions given their preceding learning histories as context. Unlike sequential policy prediction architectures that distill post-learning or expert sequences, AD is able to improve its policy entirely in-context without updating its network parameters. We demonstrate that AD can reinforcement learn in-context in a variety of environments with sparse rewards, combinatorial task structure, and pixel-based observations, and find that AD learns a more data-efficient RL algorithm than the one that generated the source data.

Overview

The paper "In-context Reinforcement Learning with Algorithm Distillation" (Laskin et al., 2022 ) explores a novel approach to incorporating algorithmic learning dynamics into neural networks without parameter updates during deployment. The work reframes reinforcement learning (RL) as a causal sequence prediction problem, leveraging transformer architectures to distill and amortize the policy improvement operator of a traditional RL algorithm. Rather than training policies via direct behavioral cloning, the method distills the entire learning process, enabling in-context adaptation based solely on the sequence of observed experiences.

Motivation

Traditional policy distillation (PD) methods are limited in that they learn static policies from offline data and are not inherently capable of iterative improvement via environment interactions. The paper identifies that PD’s shortcomings are due to the absence of learning trajectories within the training context. The authors hypothesize that if a sufficiently long context is provided – one that captures the entire learning history of a source RL algorithm – then a transformer model can learn to perform in-context policy improvement, effectively turning an RL algorithm into a sequence model. This approach aims to yield a more data-efficient and adaptive policy mechanism that leverages context for continual refinement.

Methodology

Dataset Generation

A significant contribution of the paper is the creation of a dataset composed of complete learning histories. These histories are collected by running a source RL algorithm over numerous tasks. For each task, the dataset records multi-episode sequences encompassing state, action, and reward trajectories. This procedure ensures that the transformer model is exposed to a wide variety of learning dynamics and policy improvement steps.

Sequence Model Training

The core of the approach is a causal transformer trained with autoregressive objectives. The transformer is tasked with predicting the next action given a long context window that includes prior states, actions, and rewards. More formally, the network optimizes a negative log-likelihood (NLL) loss over the distribution:

L=tlogP(ats<t,a<t,r<t)L = -\sum_t \log P(a_t | s_{<t}, a_{<t}, r_{<t})

The key insight is that by conditioning on the complete learning history, the transformer internally learns a latent policy improvement operator, allowing it to adapt its action selection based on observed performance trends. Training leverages standard techniques such as teacher forcing, and the causal masking ensures that actions are predicted solely from past context, reflecting the temporal dependency inherent in RL.

In-Context Reinforcement Learning

Once trained, the transformer is deployed in a new environment. During deployment, without any further gradient updates, it utilizes the ongoing sequence of interactions as context to implicitly perform RL. This means that the policy is updated in-situ simply by appending newly observed experiences to the input context. The in-context mechanism effectively mimics the iterative policy improvement that would normally require explicit parameter updates in a gradient-based RL setting. The approach is tested across environments characterized by sparse rewards, combinatorial task structures, and even pixel-based observations.

Key Results

  • Data Efficiency: The distilled transformer achieved superior data efficiency compared to the original source RL algorithm that generated the training data. In several benchmark tasks, the in-context model demonstrated accelerated learning curves, translating to higher performance with reduced environmental interactions.
  • Generalization and Adaptivity: The transformer could generalize to tasks that were significantly different from the training distribution, suggesting that the learned latent dynamics capture robust aspects of policy improvement.
  • Context Sensitivity: Performance critically depended on the length of the context window. A sufficiently large contextual history was essential for observing and extrapolating policy improvements over multiple episodes.
  • Acceleration via Demonstrations: When seeded with demonstration trajectories, the transformer rapidly adapted to near-optimal performance, effectively illustrating its capacity to incorporate externally provided information into the in-context learning process.

Contributions to Reinforcement Learning

  • Algorithm Amortization: The paper introduces a new perspective by amortizing the iterative process of policy improvement into a forward-pass inference within a transformer. This bypasses the need for online parameter updates during deployment.
  • In-Context Adaptation: By framing RL as a sequence prediction task, the model performs learning within the inference stage itself, demonstrating that neural networks can internalize the RL algorithm.
  • Efficient Use of Data: The distilled approach not only replicates the improvements seen with the source algorithm but often surpasses it in terms of data efficiency, implying a potential reduction in compute and sample complexity for certain classes of RL problems.
  • Broad Applicability: The methodology shows promise in handling diverse RL challenges, including environments with sparse rewards and high-dimensional observations, making it a robust template for a variety of real-world tasks.

Implementation Considerations

  • Computational Requirements: Training the transformer requires significant computational resources, particularly due to the need for long context windows and autoregressive training across extended sequences. Efficient batching and context truncation strategies may be needed.
  • Model Scaling and Capacity: The success of the method is sensitive to the model’s capacity. Ensuring that the transformer has a sufficient number of parameters to capture the dynamics of learning histories is crucial.
  • Deployment Strategies: Since the in-context update mechanism replaces gradient-based updates during deployment, ensuring that the maintenance of context (e.g., memory management for the sequence) is efficiently handled becomes a key engineering aspect. Real-time applications might necessitate context compression or summarization techniques.
  • Task Specific Tuning: Adapting the approach to different tasks might require adjusting the context window size and latent dimensionality of the transformer. Fine-tuning these hyperparameters is essential for optimal performance in diverse environments.

Conclusion

The methodology presented in the paper redefines the approach to reinforcement learning by distilling the algorithmic process into a causal transformer, capable of in-context adaptation without explicit parameter updates. With demonstrated improvements in data efficiency and adaptability across various complex environments, Algorithm Distillation opens promising avenues for deploying RL in scenarios where rapid learning from limited interactions is paramount, while also suggesting broader applicability for transformer-based architectures in algorithmic tasks.

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Authors (14)
  1. Michael Laskin (20 papers)
  2. Luyu Wang (19 papers)
  3. Junhyuk Oh (27 papers)
  4. Emilio Parisotto (24 papers)
  5. Stephen Spencer (4 papers)
  6. Richie Steigerwald (3 papers)
  7. DJ Strouse (15 papers)
  8. Steven Hansen (14 papers)
  9. Angelos Filos (20 papers)
  10. Ethan Brooks (3 papers)
  11. Maxime Gazeau (11 papers)
  12. Himanshu Sahni (8 papers)
  13. Satinder Singh (80 papers)
  14. Volodymyr Mnih (27 papers)
Citations (98)