For kernel maintainers, the idea is that these credentials would back the identities behind signed code: instead of relying solely on a PGP key signed at a conference years ago, maintainers could check a bundle of fresh credentials proving that the key they see belongs to the same person recognized by the Linux Foundation, their employer, or other trusted issuers. These credentials can be fed into transparency logs and other audit systems.
I used z3 theorem prover to assess LLM output, which is a pretty decent SAT solver. I considered the LLM output successful if it determines the formula is SAT or UNSAT correctly, and for SAT case it needs to provide a valid assignment. Testing the assignment is easy, given an assignment you can add a single variable clause to the formula. If the resulting formula is still SAT, that means the assignment is valid otherwise it means that the assignment contradicts with the formula, and it is invalid.
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