Unifying Embodied Foundation Models via a Model-to-Policy Formulation
In this paper, we present a unified, architecture-agnostic probabilistic formulation for embodied foundation models based on stochastic kernels.
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Key points
- Vision-language-action (VLA) models and world-action models (WAMs) have emerged as promising approaches to robot learning and control.
- These models integrate multimodal perception and action generation, but differ in their architectures, output representations, and learning objectives.
- Our formulation has two key components: (i) we characterize embodied foundation models through conditional output distributions and action-realization kernels, which together induce task-conditioned robot policies; and (ii) we connect pretraining and post-training to policy deployment, accommodating model-specific pretraining objectives and offline or online post-training strategies.
- We instantiate the formulation for OpenVLA and DreamZero, covering autoregressive action-token prediction and joint video-action generation.
Sources (1)
- [1]Unifying Embodied Foundation Models via a Model-to-Policy FormulationarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 16, 07:30 AM
In this paper, we present a unified, architecture-agnostic probabilistic formulation for embodied foundation models based on stochastic kernels.
Vision-language-action (VLA) models and world-action models (WAMs) have emerged as promising approaches to robot learning and control.
Extractive summary: sentences quoted from the sources.
Before this
- Oct 16, 2026VLA-Fabric: Learning Interaction for Composable Multi-Arm VLA Agents
- Oct 15, 2026NVIDIA Nemotron 3.5 Super VL Powers Specialized Agents with Multimodal Reasoning
- Oct 15, 2026TS-WAM: Temporal Latent Actions and World-Action Coupling for Vision-Language Robot Control
- Oct 15, 2026Multi-Teacher On-Policy Distillation for Flow-Based Vision-Language-Action Models
- Oct 15, 2026Policy-Aligned Predictive Verification for Adaptive VLA Action-Chunk Execution
- Oct 15, 2026VLA-$Δ$: Learning Physical State Transition for Vision-Language-Action Models