DynaMITE-RL: A Dynamic Model for Improved Temporal Meta-Reinforcement Learning

We introduce DynaMITE-RL, a meta-reinforcement learning (meta-RL) approach to approximate inference in environments where the latent state evolves at varying rates. We model episode sessions - parts of the episode where the latent state is fixed - and propose three key modifications to existing meta-RL methods: consistency of latent information within sessions, session masking, and prior latent conditioning. We demonstrate the importance of these modifications in various domains, ranging from discrete Gridworld environments to continuous-control and simulated robot assistive tasks, demonstrating that DynaMITE-RL significantly outperforms state-of-the-art baselines in sample efficiency and inference returns.

Paper

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Peer review

Reviewer arsQ6/10 · confidence 4/52024-07-10

Summary

The paper presents DynaMITE-RL, a meta-reinforcement learning (meta-RL) approach designed to handle environments with evolving latent states. The authors propose the Dynamic Latent Contextual Markov Decision Process (DLCMDP) model to capture the temporal structure of episodes where the latent state changes at varying rates. DynaMITE-RL incorporates three key components: session consistency, latent belief conditioning, and session reconstruction masking. The proposed method is validated through experiments in various domains, including discrete Gridworld environments, continuous-control tasks, and simulated robot assistive tasks. The results demonstrate significant improvements in policy adaptation and performance over state-of-the-art meta-RL baselines.

Strengths

### S1. Novel Problem Formulation The paper addresses a critical issue in meta-RL by introducing the DLCMDP model to capture temporal dynamics in latent states. Although this work is somewhat motivated by variBAD, this formulation is novel and provides a more realistic representation of many real-world environments where latent factors change over time. ### S2. Effective Empirical Validation DynaMITE-RL is thoroughly validated through experiments in diverse environments. The results show significant improvements in learning efficiency and policy performance compared to existing meta-RL methods. The detailed experimental setup and comprehensive evaluation enhance the credibility of the proposed approach. ### S3. Clear Presentation The paper is well-structured and clearly explains the proposed method and its advantages. The use of figures, such as the graphical model of DLCMDP and learning curves, effectively supports the presentation of results. The detailed pseudocode and model architecture diagrams further aid in understanding the implementation.

Weaknesses

### W1. Theoretical Analysis The paper lacks a detailed theoretical analysis of why the proposed DynaMITE-RL framework works effectively. While empirical results are strong, a deeper theoretical exploration of the underlying mechanisms and potential limitations would strengthen the paper. ### W2. Scalability Concerns The scalability of DynaMITE-RL to more complex, large-scale environments is not thoroughly discussed. While the method shows promising results in the tested environments, a broader analysis of its scalability and practical utility in more complex scenarios is needed. ### W3. Computational Complexity The computational complexity of the proposed method, particularly in terms of training and inference, is not explicitly addressed. Understanding the computational requirements and potential limitations in terms of resources and execution time would provide a more comprehensive evaluation of its applicability.

Questions

### Q1. Scalability to Complex Environments How does DynaMITE-RL scale to more complex, large-scale environments? Are there any specific challenges or limitations that need to be addressed for practical deployment in such scenarios? ### Q2. Computational Requirements What are the computational requirements for training and deploying DynaMITE-RL? How does the method perform in terms of execution time and resource consumption compared to existing meta-RL methods?

Rating

6

Confidence

4

Soundness

2

Presentation

3

Contribution

2

Limitations

The authors acknowledge the limitations related to the assumption of Markovian latent dynamics and the focus on specific benchmark environments. However, a more detailed discussion on potential negative societal impacts and strategies to mitigate them would be beneficial.

Reviewer iPsr7/10 · confidence 4/52024-07-11

Summary

The authors introduce DynaMITE-RL, a meta-reinforcement learning (meta-RL) approach formulated as a dynamic latent contextual MDP (DLCMDP). This framework allows the latent context of an episode to change multiple times and at varying rates within a single episode, making it more general than both POMDPs and latent MDPs as a control framework. The authors show three criteria for an algorithm to be successful in solving a DLCMDP: consistency of latent information within sessions, session masking, and prior latent conditioning. DynaMITE-RL addresses the limitations of existing meta-RL methods in handling dynamic latent contexts that evolve over time, which is crucial for many real-world applications. The algorithm is tested on a range of meta-RL benchmarks, including discrete Gridworld environments, continuous control tasks (Reacher, HalfCheetah), and assistive robot tasks (Assistive Itch Scratch). These environments have been altered to allow for latent context switching which can do so stochastically. The proposed algorithm outperforms other meta-RL algorithms in the more general DLCMDP setting, in both offline and online scenarios. The results show significant improvements over state-of-the-art benchmarks in terms of training trajectories and final performance. The algorithm performs optimally when a transformer is used to encode the belief model in the offline setting. It is shown using ablations that session consistency, latent belief conditioning, and session reconstruction masking are all important in the model's performance.

Strengths

Originality A novel meta-RL approach, DynaMITE-RL, is introduced as a DLCMDP. This is innovative as it allows the latent context of an episode to change multiple times at varying rates within a single episode, making it more general than both POMDPs and latent MDPs. This is clearly an important contribution as such context switching is evident in many real-world applications that previous methods could not handle effectively Quality Both the theoretical and experimental aspects of the paper bring rigour to the work and make it of high quality. The experimental setup includes a good range of benchmarks and the ablation studies highlight the effectiveness and necessity of each of the three components of the proposed method. The results show that DynaMITE-RL outperforms state-of-the-art meta-RL algorithms Clarity The paper is clearly written and well-structured. The problem statement and motivation are clear, and the authors provide a detailed explanation of the DLCMDP framework and of the DynaMITE-RL algorithm. The experimental results are also clear and discussion are also clearly presented. Significance The DynaMITE-RL framework highlights an important set of tasks for more adaptive RL systems. This is particularly important for applications where the environment or task dynamics change over time. The ability of DynaMITE-RL to handle both online and offline settings further shows its practical relevance and applicability. The proposed approach advances the state-of-the-art in meta-RL as well as defining a novel direction for future research.

Weaknesses

While hyperparameters are provided, the code itself is not. This would be relatively easy to do and would allow for very simple verification of results. There is no discussion given to the computational complexity of the approach and how well it will scale to higher dimensional environments. It would be useful to have an ablation study of the effects of different architectures for the belief module as well as different types of latent context dynamics. It would be useful to have a section on real-world considerations, such as handling noisy observations or dealing with sparse rewards within this framework.

Questions

Why is BORel, the meta-RL algorithm that mainly investigates offline meta-RL used in the online RL experiments? In order to test the novel algorithm, new combinations of environments needed to be created. Why do the authors think that no such environments already exist?

Rating

7

Confidence

4

Soundness

3

Presentation

3

Contribution

3

Limitations

Yes, in the sense that there is discussion of future work regarding non-Markovian latent dynamics and applications to real-world problems.

Reviewer hpwN5/10 · confidence 3/52024-07-12

Summary

The paper proposes a special variant of non-stationary MDPs, DLCMDP, where the latent context information changes according to an unknown transition function. Then the authors present DynaMITE-RL, a meta-RL approach to handle environments with evolving latent context variables. Experiments are conducted on GridWorld, two mujoco continuous control tasks, and Assistive Itch Scratch.

Strengths

1. The paper targets at a more general non-stationary MDP setting than meta-RL with fixed latent context. 2. Empirical results show that the algorithm achieves better performance than other meta-RL baselines and ablation studies justify the effect of different components of the algorithm. 3. The figures and diagrams are good and makes the paper easier to understand.

Weaknesses

About DLCMDPs. The definition is a little strange. I admit it's more general than HiP/latent MDP, but I would expect the dynamics to be always dependent on m - the equation after line 125 shows that when switching latent context, the state is directly sampled from a fixed initial distribution without dependency on the previous states and actions. Therefore, for now I disagree with the argument "letting dt=1, a DLCMDP reduces to a general POMDP with state space M", as POMDP's transition is always conditioned on the previous states and actions except for the initial state. Also, is there any concrete example showing that this kind of decision process exists in real world? The algorithm section is a little vague to me. More intuitions and explanation would be helpful. Specifically, 1. Line 164, why the generative model is the probability distribution of states and rewards given the actions (is it non-stationary?), usually it's the inverse form for RL inference right? 2. How do you get $Z$ and $\Omega$ during training? If I understand correctly they are all hidden variables. About the experiments. In table 1 and 2, although the results clearly show that the proposed methods achieve better average reward than the baselines, many of them are still negative values (e.g., HC-vel, -146.0). Is there any evidence showing that the agent indeed learn some meaningful policies for these tasks instead of some weird behaviors that cause a increase in reward? Also I would expect see results on one more domain of mujoco continuous control tasks - halfcheetah and reacher are the relatively simplest ones.

Questions

See above

Rating

5

Confidence

3

Soundness

2

Presentation

2

Contribution

2

Limitations

See above

Reviewer xD227/10 · confidence 2/52024-07-13

Summary

This paper introduces a meta-RL method for environments with evolving latent variables. To this end, the authors introduce the notion of dynamic latent contextual MDPs, a generalization of POMDPs, which they use to model the environments. The basic idea is to have latent variables that are sampled and remain fixed throghout "sessions". The approach is evaluated on a range of tasks and is shown to outperform related state-of-the-art methods.

Strengths

The paper is well written and pleasent to read. Departures from VariBAD are well motivated and shown to be vital through the ablation study. I like the use of color do distinguish the different methods used for comparison!

Weaknesses

Somewhat incremental work. Appendix is missing? Minor Mistakes: - L 146: $\max Q(s^{+'}, a')$ instead of $\max Q(s^{+'}, a)$ - L179: "remain(s)" - L 244: There is no Figure 8, is the Appendix missing?

Questions

- Figure 4: Why is the reward achieved by VariBAD on Halfcheetah-Vel worse than what is reported in the original paper? - What do the $\Delta_{x}$ refer to on Line 113f?

Rating

7

Confidence

2

Soundness

3

Presentation

4

Contribution

3

Limitations

Limitations are not explicitly discussed but it is not necessary here in my opinion.

Reviewer iPsr2024-08-09

Acknowledgement of receipt of response from authors

I thank the reviewers for these responses, and hope that with some additional comments based on this discussion it will make the paper an even stronger contribution.

Authorsrebuttal2024-08-13

Thank you for acknowledging the content and effort of our rebuttal! We will incorporate the feedback from this discussion to improve the final version of our paper.

Reviewer arsQ2024-08-10

Response to authors rebuttal

I appreciate the authors for the detailed explanation about the complexity. Most of my concerns are well addressed therefore I'm raising my score.

Authorsrebuttal2024-08-13

Thank you for acknowledging the content and effort of our rebuttal! We greatly appreciate you for raising the score of our paper.

Reviewer xD222024-08-10

I acknowledge the authors' response and feel justified to remain at my current overall rating.

Authorsrebuttal2024-08-13

Thank you for acknowledging the content and effort of our rebuttal! We will incorporate the feedback from this discussion to improve the final version of our paper.

Reviewer hpwN2024-08-11

I thank the authors for the additional results and clarifications. I have increased my score to 5 correspondingly. But I'm still not fully convinced that DLCMDP is as general as POMDP.

Authorsrebuttal2024-08-13

Thank you for acknowledging the content and effort of our rebuttal! We greatly appreciate you for raising the score of our paper. We will incorporate the feedback from this discussion and clarify the distinction between DLCMDPs and other variants of MDPs in the final version of the paper.

Program Chairsdecision2024-09-25

Decision

Accept (poster)

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