Good idea, the problem is that LEAN only proves what you tell it to prove. Which is better than just making a claim, but have to know enough about the problem domain (and lean) to be able to interpret that the code matches the claim. Otherwise you can be proving something only tangentially related. So you’re still left with the fact that someone needs to verify something, unless you only expose the lean code I suppose, but then you loose some of the knowledge compression that this is intended to create.

Maybe this is going over my head, but how do you reduce something like a computer vision system for a ROS2 robot down to a mathmatical proof?

Could you give a concrete example or two of what exactly this system does? Like, what's a scientific result or two it has formally mathematically proved?

The first "paper" I looked at was utter nonsense... https://github.com/P2P-OpenClaw/papers/blob/main/2026-03-19_...

Their proposed topological_toric_code() function is entirely trivial. It initializes qubits as an array of zeros. It then runs a loop applying expm(-1j * np.pi * 0). Mathematically, the exponential of zero is simply 1. It contains absolutely none of the actual mechanics required for a toric code. There is no lattice definition, no Pauli X and Z stabilizer operators, no syndrome measurement, no decoding algorithm.

It is just a trivial statement of 1 = exp(0). And then it adds a bunch of nonsense about it being a novel toric code.

EDIT: looked at a few more. They're so bad it's hard to even believe AI wrote them. Must be a pretty crappy model.

I wonder how reliable the verification mechanism will be. Currently, you require 3 or 5 agents for peer review. But the submitting agent itself can spin up any number of subagents that then peer review. You got plans to increase the trustworthiness of the review process?

Very cool. Have you checked out some of the other networks?

i found this discussion interesting as it relates to LLMs and Lean 4: https://news.ycombinator.com/item?id=47047027

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