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Trusted base
What you must believe for the theorems in this repository to transfer to the running Rust code. Everything else is machine-checked.
- Lean 4 kernel (v4.30.0-rc2) and its three foundational axioms
[propext, Classical.choice, Quot.sound]. Every certificate is#print axioms-audited against exactly this list. - mathlib (prebuilt oleans fetched by
lake exe cache get). - Charon + Aeneas (pinned
9dd7f23c/bf13c42e): the translation from Rust MIR to the Lean model is assumed faithful. The generatedgen/files are never edited (comments only); proofs are stated ABOUT them. - External-function models (
gen/*/FunsExternal.lean): Rust items that Aeneas cannot translate (constant-timesubtleprimitives, iterator plumbing, formatting) are axiomatized as opaque symbols. The axiom audit proves none of these axioms enters the dependency cone of any certificate, except where a model is explicitly listed below. - SHA-512 (signature layer only): the hash is modeled as an opaque function ℬ* → ℬ⁶⁴ with no algebraic properties assumed. The signature certificate has the shape "IF the hash model computes SHA-512, THEN an accepted signature satisfies the EdDSA verification equation". The hash implementation itself is NOT verified.
Scalar52::sub::black_box(scalar layer): this fork's v4.1.3 code implements the constant-time conditional via a localblack_box=unsafe { core::ptr::read_volatile(&value) }. The volatile read is an optimization fence whose VALUE semantics is the identity; it is modeled asidingen/CurveScalar/FunsExternal.lean. (Upstream v5 usessubtlehere; betrusted v4.1.2 uses a pure arithmetic mask — each fork is verified against its own strategy.)- Compilation of Rust to machine code (rustc backend) is out of scope, as is side-channel behaviour (timing, speculation). The proofs are about functional correctness at the MIR/LLBC level.