GPT-5.6 vs. Claude Fable 5 for Physical AI, which performs best?
Posted by mbauman 5 days ago
Comments
Comment by xnorswap 5 days ago
Given that there's no reason to believe that Fable's xhigh is comparable to GPT-sol's xhigh, or Opus xhigh, for that matter, it would be far more useful to see the effort level where these tasks no longer achieved their goals.
Comment by mrr7337 5 days ago
Comment by draginol 4 days ago
Comment by JumpCrisscross 4 days ago
Anthropic's guardrails still make it garbage. But eventualy it will leak.
Comment by cft 4 days ago
Comment by giwook 5 days ago
Comment by GuB-42 5 days ago
The idea is that these models should be able to internalize the laws of physics and properties of objects just like LLMs do with grammar rules. To make training more efficient, frames from game engines with hardcoded physics are used. The application is mostly robotics, including autonomous vehicles.
This is a bit different, the idea is to write a physics engine, it means numbers: like for an airplane model, calculate the climb rate. The application is mostly science and engineering.
Comment by lucrbvi 5 days ago
The whole field of world models also have lighter approaches based on using latent representations as the target (and not pixel frames). LeWorldModel[0] and DINO-WM[1] are a good way to learn how these works.
Strangely, most of the startups in the space of world models are focused on video-generative world models.
A good application of world models is in robotics where an action policy generate a distribution of actions, you can then predict the future state of the world and use some reward policies to choose the "best" future state.
Comment by hartator 5 days ago
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Comment by esperent 4 days ago
How do the two lower models compare to e.g. gpt 5.5 or 5.4 or various opus models?
Comment by grim_io 5 days ago
Comment by Archit3ch 4 days ago
However, it's pretty good at regurgitating textbook answers (classic Google...). This makes it an asset for circuit design. Try one of my real queries with Gemini Pro:
"Create a differential current splitter that splits a bias current Ib into a positive current Ipos = Ib/2 + ky*Vy and a negative current Ineg = Ib/2 - ky*Vy where Vy = Vy+ - Vy- is a differential voltage input Y."
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