Driving Probing

NeurIPS 2026 · Poster

What Probing Reveals about Autonomous Driving: Linking Internal Prediction Errors to Ego Planning

1 GIST2 New York University† Equal advising

Paper · coming soonCode · coming soon

Are driving agents learning the prediction and planning skills required for safe and robust driving?

Prediction

Where surrounding vehicles will move next.

Planning

How the ego vehicle’s future plan moves

Probe-decoded futures Original figure
01Before interventionOriginal representation
Original Figure 1 scene: the decoded ego future curves right, away from its straight ground-truth trajectory; the neighboring vehicle is also mispredicted.

The decoded ego plan and the surrounding-vehicle future are both mispredicted.

02After interventionChanged representation
After correcting the surrounding-vehicle prediction, the decoded ego future shifts toward the straight ground-truth trajectory. This is a crop from Figure 1, not a new simulation.

Correcting the surrounding-vehicle prediction shifts the decoded ego plan toward the straight ground-truth trajectory.

Ego probeSurrounding vehicleEgo ground truth
The ego AV’s ground-truth future continues straight. Correcting the surrounding-vehicle prediction shifts the decoded ego plan toward that straight trajectory. Figure 1
Introduction

Nominal closed-loop scores can still mask weak prediction and planning

Driving logs are heavily biased toward nominal straight-driving scenes, and a model can score well while largely neglecting information beyond the ego state.12 BC and RL do improve under closed-loop evaluation, but those gains do not by themselves show that the policies have internalized prediction and planning.

Closed-loop performance with scale
Figure 2Enlarge
Driving improves with more data. BC largely saturates beyond about 20K scenes. RL reaches lower collision and off-road rates, and approximately 99% goal progress at 10K.

Swipe to read the panels · Enlarge for the full figure

Closed-loop scaling. Both BC and RL improve with scale. BC largely saturates beyond about 20K scenes. RL reaches lower collision and off-road rates, and approximately 99% goal progress at 10K scenes.

These scores leave open whether the closed-loop gains reflect stronger prediction and planning or heuristics that succeed in nominal scenes.

What a robust policy should do

A robust driving policy should respond sensibly to changes in its surroundings, distinguish relevant from irrelevant vehicles, and maintain plans for safety-critical interactions.

Respond to changes

Ego slowsLead car slows

A slowing or newly introduced lead vehicle should induce deceleration, while removing a lead vehicle should allow the ego to accelerate.

Identify relevant vehicles

EgoNearby context

The policy should attend to nearby vehicles that may affect its future path, rather than to distant vehicles with little relevance to the ego plan.

Plan for critical interactions

Ego adaptsAbrupt cut-in

The policy should remain prepared for unexpected interactions, such as an abrupt cut-in, rather than only for the nominal scenes that dominate the data.

Approach

Prediction and planning with probes, and perturbed simulation

We use linear probing, perturbed closed-loop simulation, and causal interventions to examine how prediction and planning are accessible in behavior cloning and reinforcement learning policies.

Linear probes measure information that is linearly accessible from the policy’s representation. We investigate three connected questions.

  1. 01

    Linear probing with scale

    Surrounding-vehicle prediction remains imperfect.

  2. 02

    Distance-ordered removal

    Limited generalization to single-AV settings and sensitivity to nearby context.

  3. 03

    Prediction and planning

    When prediction signals emerge, and how causal interventions change ego planning.

Linear probing with scale

Surrounding-vehicle prediction remains imperfect.

For BC, probing gains increase up to about 10K scenes and then largely plateau. RL does not improve monotonically: from 5K to 10K scenes, driving and ego-plan probing improve while surrounding-vehicle probing weakens.

linear probe gains across data scales
Figure 3Enlarge
LP − Raw: the gain over a raw-input probe. Top: F1 Macro at 10, 20, 30, and 40 future steps. Bottom: trajectory-type accuracy at 10 steps. Higher values indicate a stronger relative linear readout.

Swipe to read the panels · Enlarge for the full figure

LP − Raw: the gain over a raw-input probe. Top: F1 Macro at 10, 20, 30, and 40 future steps. Bottom: trajectory-type accuracy at 10 steps. Higher values indicate a stronger relative linear readout.

The gains are uneven across trajectory types. BC improves more for Straight and Uncategorized futures than for Turn and Reverse cases. Relative probing gain, LP − Raw, measures the additional linearly accessible information beyond a probe trained directly on raw input.

Is the probing advantage stronger for vehicles that remain close?

Probing and future ego–other distance
Figure 4Enlarge
Distance sensitivity. The vertical axis is the probability gap between the representation probe and the raw-input probe; the horizontal axis is future ego–other distance. Negative slopes indicate stronger probing advantages for closer vehicles.

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Distance sensitivity. The vertical axis is the probability gap between the representation probe and the raw-input probe; the horizontal axis is future ego–other distance. Negative slopes indicate stronger probing advantages for closer vehicles.

At 100 scenes, the linear probe advantage is only weakly associated with future ego–other distance. At 10K and 80K scenes, the association becomes more negative: the probing advantage is stronger for vehicles that remain close. Among nearby vehicles, however, approaching and receding vehicles have similar probing signals. Scaling increasingly separates distant from nearby vehicles, but it does not clearly distinguish which nearby vehicle will become most interaction-relevant.

Distance-ordered vehicle removal

Limited generalization to single-AV settings.

If a policy uses surrounding-vehicle information selectively, removing distant vehicles should have less effect than removing nearby vehicles. We progressively remove surrounding vehicles in nearest-first and farthest-first order.

Nearest-first removal
Figure 5aEnlarge
Remove the closest vehicles first. BC and RL are evaluated across removal ratios using off-road rate, adjusted vehicle-collision rate, and goal progress.

Swipe to read the panels · Enlarge for the full figure

Remove the closest vehicles first. BC and RL are evaluated across removal ratios using off-road rate, adjusted vehicle-collision rate, and goal progress.

Removing nearby vehicles increasingly degrades goal progress at high removal ratios, even as adjusted vehicle-collision rate decreases.

Farthest-first removal
Figure 5bEnlarge
Remove the most distant vehicles first. Goal progress changes little through high removal ratios. Adjusted collision rate is normalized by the remaining-vehicle ratio.

Swipe to read the panels · Enlarge for the full figure

Remove the most distant vehicles first. Goal progress changes little through high removal ratios. Adjusted collision rate is normalized by the remaining-vehicle ratio.

Removing distant vehicles has little effect on goal progress through high removal ratios, indicating relative insensitivity to distant-agent context.

Adjusted vehicle-collision rate = Veh-Coll / (1 − p), where p is the fraction of surrounding vehicles removed. This rate is normalized by the remaining-vehicle ratio and is undefined at p = 1.

Nearest-first removal suggests brittleness to the removal of nearby-agent context rather than increased interaction difficulty. Naturally occurring single-AV scenes already perform worse than normal scenes, and removing vehicles from an originally interactive scene causes a further decline.

Together, these results suggest limited generalization to reduced-interaction settings and sensitivity to nearby-agent context, rather than a general spurious reliance on surrounding vehicles.

Prediction and planning

Prediction signals emerge late, and causal interventions change ego planning

Near-collision analysis

Early anticipation of a dangerous interaction would appear as a strong positive probing signal at 40, 30, or 20 steps before collision. For both BC and RL, the strongest signal appears mainly in the final 10 steps and is concentrated near the ego.

Prediction signals before collision
Figure 6Enlarge
Relative to the full-episode average. Heatmaps show normalized changes in the surrounding-vehicle probing signal at 40, 30, 20, and 10 steps before collision. Dark gray means fewer than 100 collision samples, not an absence of signal. Top: BC; bottom: RL. Each row retains its original color scale.

Swipe to read the panels · Enlarge for the full figure

Relative to the full-episode average. Heatmaps show normalized changes in the surrounding-vehicle probing signal at 40, 30, 20, and 10 steps before collision. Dark gray means fewer than 100 collision samples, not an absence of signal. Top: BC; bottom: RL. Each row retains its original color scale.

RL collisions are much rarer, leaving fewer samples and more filtered regions, but the same late peak remains. In these episodes, the relevant vehicle becomes strongly linearly decodable only shortly before collision.

Intervention: adaptiveness and recovery

We intervene on the surrounding-vehicle representation along a linear probe direction and propagate the modified representation through the policy. Adaptiveness and recovery test how that intervention affects ego behavior. Both settings are compared with magnitude-matched random controls.

Adaptiveness

CAP

Ego after Ego before Inducedtarget dafter dbefore
CAP = mean(dafter − dbefore)
Schematic of one timestep; CAP averages over the horizon.

We induce surrounding-vehicle predictions that conflict with the ego’s decoded path. Positive CAP indicates increased separation from that induced trajectory.

Recovery

GPG

Before correction After correction Goal gpbase gpint
GPG = gpint − gpbase
Schematic only; goal progress is measured in simulation.

We correct an erroneous surrounding-vehicle prediction toward its logged future. Positive GPG indicates that goal progress improves relative to the unmodified policy.

Intervention results

BC and RL intervention results. Semantic interventions and random controls are compared within each metric and evaluation subset.
MetricSemantic
intervention
Random
control
BC Behavior cloning
Separation from the induced conflict CAP · adaptiveness2.61 m0.92 m
Ego-trajectory change ADE · adaptiveness3.67 m1.91 m
Low-progress recovery Baseline goal progress ≤ 0.5; changed outcomes only+21.8 ppn = 431+9.9 ppn = 430
RL Reinforcement learning
Separation from the induced conflict CAP · adaptiveness0.022 m0.010 m
Ego-trajectory change ADE · adaptiveness0.280 m0.357 m
Low-progress recovery Baseline goal progress ≤ 0.5; changed outcomes only+41.3 ppn = 29+31.3 ppn = 39

pp = percentage points. CAP and ADE are reported in meters; recovery is the change in goal-progress ratio. Random controls are magnitude-matched. §3.5 · Tables 13–15

Evaluation subsets and interpretation

Low-progress recovery rows follow Appendix G, Table 14(c,d): baseline goal progress is at most 0.5, and only scenes whose outcomes change are included. The BC and RL subsets are not the same as their full recovery evaluation sets. BC and RL GPG is measured in closed-loop simulation; the accompanying example figures show linear probe readouts.

For BC, the semantic intervention moves the ego trajectory away from the induced conflict and improves goal progress, including in low-progress scenes. For RL, the intervention alters the prediction-related representation in the intended direction, but that change does not consistently propagate to ego planning.

Improved recovery does not imply uniform safety gains. For BC, collision and off-road rates increase slightly despite better goal progress.

Original and intervened probe readouts
Figure 7Enlarge
Adaptiveness and recovery examples. Each pair compares original and post-intervention probing. Rows show BC, RL, and IL (SMART). The IL examples are open-loop probe readouts, not closed-loop behavioral responses.

Swipe to read the panels · Enlarge for the full figure

Adaptiveness and recovery examples. Each pair compares original and post-intervention probing. Rows show BC, RL, and IL (SMART). The IL examples are open-loop probe readouts, not closed-loop behavioral responses.
Further reading

References

  1. Jiang-Tian Zhai et al. Rethinking the Open-Loop Evaluation of End-to-End Autonomous Driving in nuScenes. arXiv:2305.10430, 2023.
  2. Zhiqi Li et al. Is Ego Status All You Need for Open-Loop End-to-End Autonomous Driving? arXiv:2312.03031, 2023.
Cite this work

BibTeX

@article{jeon2026probing,
  title={What Probing Reveals about Autonomous Driving:
         Linking Internal Prediction Errors to Ego Planning},
  author={Jeon, Hyeonchang and Kim, Kyungbeom and
          Vinitsky, Eugene and Kim, Kyung-Joong},
  journal={arXiv preprint arXiv:2606.31106},
  year={2026}
}

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