Original title: Do Tabular Foundation Models Know Physics? Contamination, Units, and the Deterministic Limit
Wassim Tenachi, Yashar Hezaveh, Laurence Perreault Levasseur, Pierre-Luc Bacon · September 2026
Most science experiments record measurements in simple tables. New artificial intelligence tools called tabular foundation models learn to predict missing table data, similar to how chatbots predict text. Because these models make predictions using built-in assumptions called priors, researchers tested whether they actually understand physics. They tested four of these models against six baseline systems across datasets created from 316 physical equations, checking how they work on familiar and completely new problems. The models beat the baselines easily, both immediately and after extra tuning. However, the researchers discovered that the models cannot handle real physical units like meters or seconds, and their built-in assumptions cannot handle pure, noiseless rules. They can smoothly fill in gaps between physical data points, but cannot truly work as genuine physics models.
Imagine you have a cookbook full of recipes, each one a list of ingredients and steps. The hard part is that the cookbook doesn't explain what the measurements mean; it just assumes you know. In this paper, the AI models are like someone who memorizes recipes but doesn't understand measurements, so they can cook from the book but can't create a new dish with correct proportions.
Scientists and engineers who use data tables to model physical systems might rely on these AI models for predictions. However, since the models don't understand units or exact mechanisms, their results could be misleading in applications like engineering or climate science.
This work shows that tabular foundation models cannot represent noiseless mechanisms or physical units, but it does not explore if these limitations can be fixed or how the models perform on non-physical data.
Ask anything about this paper. Answers come from its abstract, and say so when the abstract doesn't cover your question.
Do Tabular Foundation Models Know Physics? Contamination, Units, and the Deterministic Limit — Wassim Tenachi, Yashar Hezaveh, Laurence Perreault Levasseur et al.
Abstract licence: CC0
Explanation generated by Synthesis from the abstract — it is not the original paper. This is a preprint, so it hasn't necessarily been peer reviewed.