Understanding Multimodality in Generative Behavioral Cloning

Lorenzo MazzaMassimiliano DatresAriel RodriguezGitta KutyniokStefanie Speidel

NCT/UCC Dresden · TU Dresden · DKFZ · LMU Munich · MCML

Fortieth Annual Conference on Neural Information Processing Systems (NeurIPS 2026)International Convention Centre Sydney · Sydney, Australia

The same observation can admit multiple valid actions. Averaging them can produce an invalid robot configuration or trajectory.

Abstract

Behavioral cloning becomes challenging when the same observation admits several valid actions. We study how generative behavioral-cloning policies represent such multimodal expert behavior and identify different bottlenecks across model parameterizations. For latent-variable policies, preserving demonstrated modes requires action-conditioned information in the latent representation. Excessive posterior–prior regularization can suppress this information and prevent the policy from distinguishing demonstrated modes. Weaker or aggregate regularization can preserve mode information, but shifts the challenge to ensuring that the deployment-time prior covers the relevant latent regions. For action-space generative policies, multimodality is constrained by the smoothness of the base-to-action transport: a map with a small Lipschitz constant cannot assign substantial probability to many well-separated modes. Covering many modes therefore requires either sharp transitions in base space or off-support bridge regions in action space. Experiments on synthetic multimodal navigation and a physical-robot bimodal manipulation task support these mechanisms. In contrast, our analysis reveals limited conditional multimodality in standard robotic simulation benchmarks, where deterministic regression remains competitive.

Background

We study two classes of generative behavioral-cloning policies. Both predict an action chunk conditioned on the observation, but they represent action ambiguity differently.

Latent-variable policies

An encoder maps demonstrated actions to a latent code z, and a decoder models p(a | s, z). During deployment, z is sampled from a prior. CVAE-based policies must retain action-mode information while matching this prior.

Action-space generative policies

Diffusion and flow policies transform base noise into actions, conditioned on the observation. Their ability to represent separated modes depends on the geometry and smoothness of this base-to-action map.

Main Results

Latent-variable policies

Latent-variable policies require action-conditioned information in the latent code to distinguish demonstrated modes. Excessive posterior–prior regularization suppresses this information. As the latent becomes uninformative, the decoder loses the information needed to distinguish the actions and predicts their average.

Latent posterior q(z | a, s)

Latent distributions under KL regularizationTwo action-conditioned Gaussian distributions overlap increasingly as beta increases. Their common prior is a standard Gaussian. 012Density−3−2−10123Latent code z
a = −1a = +1Prior p(z)

Action distribution p(a | s, z)

Conditional action distributionConditional action distributions evaluated at the two posterior means. Their predictions coincide at the average action when the latent no longer carries mode information. 012Density−1.5−1−0.500.511.5Action a
p(a | s, z₁)p(a | s, z₂)Demonstrated actions
0.20
0.052.5
Mode information— bits

Action-space generative policies

For diffusion and flow policies, separated action modes must be represented by a map from base noise to action chunks. A map with a small Lipschitz constant cannot place substantial probability on many well-separated modes without assigning probability to invalid actions between them.

Base-to-action map G(u)

Lipschitz constant and the invalid bridgeA tanh transport maps Gaussian noise to two valid action regions. Increasing its Lipschitz constant narrows the input interval that generates invalid intermediate actions. Action G(u)Valid region 2Valid region 1Invalid actions10−1−3−2−10123Base noise u
Inputs producing invalid actions
1.50
0.58
Invalid bridge probability—

Synthetic navigation experiments

We evaluate four tasks with known action modes. Policies receive a single RGB observation and predict a 60-step action chunk without replanning.

Circle (2 modes)

Sequential (4 modes)

Radial (16 modes)

Corridor (16 modes)

Deterministic regression averages the demonstrated modes and achieves 0% success on all four tasks. Generative policies recover high mode coverage, but on the two 16-mode tasks success ranges from 37% to 52% despite near-complete coverage. Mode coverage alone does not ensure valid trajectories.

KL regularization and latent mode information

Increasing β reduces I(M; Z | S) and I(A; Z | S), eventually erasing latent mode information. Posterior-sampled rollout success decreases across the four tasks.

Lipschitz bounds and invalid bridges

Circle and Sequential have high transition sensitivity and negligible bridges. Radial and Corridor exhibit broader invalid bridges and lower success, despite complete or near-complete mode coverage.

Robotic manipulation

Simulation datasets

Bimodal tissue grasping

We evaluate a surgical robot on a tissue-grasping task with two demonstrated approaches. Deterministic regression averages the modes and achieves 0% success. CWAE (Sinkhorn, learned prior) collapses to one mode while retaining 85% success, illustrating that successful task execution does not imply recovery of the demonstrated distribution.

Robotic grasper approaching tissue from above
Grasping from above
Robotic grasper approaching tissue from below
Grasping from below

Conditional multimodality in demonstration datasets

Standard robotic benchmarks exhibit very little multimodality, while the proof-of-concept tissue-grasping task exhibits two distinct action modes.

On the nearly unimodal simulation datasets, deterministic regression remains competitive. Generative policies can improve or worsen task performance, depending on their training dynamics.

Estimated conditional mode count

Action horizon: 30 steps

UR3 BlockPush
1.164
Kitchen
1.231
Push-T
1.005
LIBERO
1.027
Meta-World
1.067
Tissue grasping
2.267

Policy performance

Average inference speed

Conclusion

BibTeX

@article{mazza2026understanding,
  title={Understanding Multimodal Failure in Action-Chunking Behavioral Cloning},
  author={Mazza, Lorenzo and Datres, Massimiliano and Rodriguez, Ariel and Bodenstedt, Sebastian and Kutyniok, Gitta and Speidel, Stefanie},
  journal={arXiv preprint arXiv:2605.22493},
  year={2026}
}
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