Can vision language models learn intuitive physics from interaction?
Luca M. Schulze Buschoff, Konstantinos Voudouris, Can Demircan, Eric Schulz
TL;DR
The paper investigates whether interaction with an environment helps vision-language models acquire robust intuitive physics, comparing one-step reinforcement learning via Group-Relative Policy Optimization (GRPO) against supervised fine-tuning (SFT) using parameter-efficient adapters (with generation policy primed by $N=16$ completions and adapter rank $r=16$). Although post-training yields ceiling-like performance on trained tasks, neither GRPO nor SFT consistently generalizes to new related intuitive-physics tasks or to real images. Decodability analyses show that physics-relevant quantities are present in activations yet are not leveraged for cross-task transfer, suggesting task-specific shortcuts rather than true intuitive understanding. These results challenge the idea that interaction alone suffices to instill human-like intuitive physics in vision-language models and motivate exploring alternative training paradigms beyond standard PEFT post-training. In short, interaction, as tested here, does not produce robust generalizable intuitive physics.
Abstract
Pre-trained vision language models do not have good intuitions about the physical world. Recent work has shown that supervised fine-tuning can improve model performance on simple physical tasks. However, fine-tuned models do not appear to learn robust physical rules that can generalize to new contexts. Based on research in cognitive science, we hypothesize that models need to interact with an environment to properly learn its physical dynamics. We train models that learn through interaction with the environment using reinforcement learning. While learning from interaction allows models to improve their within-task performance, it fails to produce models with generalizable physical intuitions. We find that models trained on one task do not reliably generalize to related tasks, even if the tasks share visual statistics and physical principles, and regardless of whether the models are trained through interaction.
