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Measuring Goal-Directedness

NeurIPS 2024 · Learning theory and algorithms › Prediction and decision losses · approach: Adaptive testing and experiments · 0 citations (OpenAlex)

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Defines maximum entropy goal-directedness (MEG), a causal, scale-invariant measure of how well a utility function predicts a policy's behaviour via maximum causal entropy, with algorithms for MDPs and small CliffWorld experiments.

Problem

Measuring how goal-directed a system's decision variables are, i.e., to what extent a policy can be predicted as optimising some utility function, in causal models and MDPs.

Approach

Adapts maximum causal entropy IRL: for each attainable expected utility, take the maximum-entropy policy attaining it (a soft-optimal Boltzmann policy with rationality beta), and define goal-directedness as the best predictive log-likelihood gain over the uniform policy. This yields scale and translation invariance, works with known or hypothesised utility classes, and handles arbitrary (nonlinear

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Increase ε in the ε-greedy policyCliffWorld policies, known-utility MEG · CliffWorldMEG: 2.4 -> 0.008Hurt
Increase ε in the ε-greedy policyCliffWorld policies, unknown-utility MEG · CliffWorldMEG: 26.1±0.11 -> 0.091±0.007Hurt
Extend the goal region from k=1 to k=4Optimal CliffWorld policies, known-utility MEG · CliffWorldMEG: 37.8 -> 18.9Mixed
Extend the goal region from k=1 to k=4Optimal CliffWorld policies, unknown-utility MEG · CliffWorldMEG: 34.3±2.6 -> 35.4±0.6No clear effect

Surprising findings

Limitations

Experimental setup

Datasets: CliffWorld (seals suite)

Benchmarks: CliffWorld

Metrics: MEG (predictive accuracy relative to uniform, nats) cross-entropy

Baselines: MCE IRL discovering agents causal discovery

Builds on: maximum causal entropy IRL causal influence diagrams maximum entropy reinforcement learning Discovering Agents

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