Files
zeekayandHanzo Dev 3626b96b68 lean: prove the ten files that did not compile
Every library is a default target, so any one of these failing takes the
whole build down. What each was:

Compute/Billing.lean, Gateway/RateLimit.lean, CRDT/Anchor.lean — `simp [f]
at h` already turns the guard into a conjunction, so the `split at h` after
it had nothing left to split. Destructure the conjunction and state the
reduced goal for omega. In `rate_limited` the simp closed the goal, so the
line after it ran on none.

Compute/ConfidentialCompute.lean — `a == b = true` does not parse: `==` and
`=` are both precedence 50 and non-associative. State the propositional
equality, which is the stronger claim anyway.

Compute/PoAI.lean — `reward_bounded` was false as stated. qualityScore is
unbounded in the type, so `rate ≤ 1000` alone does not bound
computeUnits * rate * quality / 1000000 by computeUnits; quality = 10^9
breaks it. Added the range hypothesis on qualityScore that the 1000000
divisor normalizes against, and proved it. `canonical_root` was false of an
arbitrary AISupply — nothing stops a record from teleporting more than was
minted — so the bridge invariant it needs is now stated as `wellFormed`.
`low_quality_no_mining` closed at the simp.

Compute/Swarm.lean, KMS/Secrets.lean — trailing `omega` after a simp that
had already closed the goal. AccessPolicy also needed `deriving Repr`,
which SecretMeta's own Repr derivation requires of it.

CRDT/Privacy.lean — `seal ` is a Lean command token, so a structure field
named `seal` cannot parse. Backend fields take the names the Go interface
uses (encrypt / decrypt) and the envelope layer is wrap / unwrap.
`wrong_tag` needed the tag inequality in the direction the guard tests it,
and both message theorems needed mapM' so the goal did not unfold into
List.mapM.loop.

Gateway/Auth.lean — checkAuth calls the axiomatized verifyToken, so it has
no code to compile: noncomputable.

Platform/SBOM.lean — simp had already pushed the negation inward, leaving
push_neg nothing to do, and `List.all_cons` left a goal in ∀-form that the
Bool-form hypothesis does not close.

Three statements compiled while asserting nothing, and now carry a claim:
enclave_isolation and attestation_constant_size stated `True`, and
derived_key_isolation returned its own hypothesis. Isolation is now
non-interference over a host view — two attested tasks differing only in
enclave payload look identical from outside — and derived_key_isolation
derives the master's confinement from hsm_boundary, which until now no
theorem used.

lake build exits 0. vacuity.py: 0 vacuous declarations, down from 2, and no
theorem rests on sorryAx.

Co-authored-by: Hanzo Dev <[email protected]>
2026-07-29 11:47:14 -07:00

85 lines
2.6 KiB
Lean4

/-
SBOM (Software Bill of Materials) Generation Correctness
Every deployed artifact has an SBOM listing all dependencies,
contributors, and attestations. Extends CycloneDX/SPDX with
role-aware contribution tracking.
Maps to:
- hanzo/platform: deployment with SBOM
- hanzo/attest: attestation generation
- zoo/formal/lean/Governance/Contribution.lean: SBOM+ model
Properties:
- Completeness: all transitive deps are included
- Accuracy: dep versions match actual build inputs
- Attestation: every dep has a content hash
- No phantom deps: only actually-used deps are listed
-/
import Mathlib.Data.Nat.Defs
import Mathlib.Data.List.Basic
import Mathlib.Tactic
namespace Platform.SBOM
/-- A dependency entry -/
structure DepEntry where
name : String
version : String
hash : Nat -- content hash of the dependency
attested : Bool -- has build attestation
deriving DecidableEq, Repr
/-- SBOM document -/
structure SBOMDoc where
artifact : Nat -- hash of the built artifact
deps : List DepEntry
contributors : List Nat -- contributor public keys
buildTime : Nat
deriving Repr
/-- All deps are attested -/
def fullyAttested (s : SBOMDoc) : Bool :=
s.deps.all (·.attested)
/-- Dep count -/
def depCount (s : SBOMDoc) : Nat := s.deps.length
/-- Contributor count -/
def contributorCount (s : SBOMDoc) : Nat := s.contributors.length
/-- Empty SBOM is trivially attested -/
theorem empty_attested : fullyAttested ⟨0, [], [], 0⟩ = true := rfl
/-- Unattested dep breaks full attestation -/
theorem unattested_breaks (s : SBOMDoc) (d : DepEntry)
(h_mem : d ∈ s.deps) (h_bad : d.attested = false) :
fullyAttested s = false := by
simp [fullyAttested, List.all_eq_true]
exact ⟨d, h_mem, by simp [h_bad]⟩
/-- Adding an attested dep preserves full attestation -/
theorem add_attested_preserves (s : SBOMDoc) (d : DepEntry)
(h_full : fullyAttested s = true) (h_att : d.attested = true) :
fullyAttested { s with deps := d :: s.deps } = true := by
simp only [fullyAttested, List.all_eq_true] at h_full ⊢
intro x hx
rcases List.mem_cons.mp hx with rfl | hx'
· exact h_att
· exact h_full x hx'
/-- Dep count is monotone under addition -/
theorem add_dep_increases (s : SBOMDoc) (d : DepEntry) :
depCount { s with deps := d :: s.deps } = depCount s + 1 := by
simp [depCount, List.length_cons]
/-- All contributors are listed -/
def hasContributor (s : SBOMDoc) (pk : Nat) : Bool :=
s.contributors.contains pk
/-- SBOM with no deps has zero dep count -/
theorem no_deps_zero : depCount ⟨0, [], [], 0⟩ = 0 := rfl
end Platform.SBOM