Formal Verification Certificate
All theorems formally verified in Lean 4 with zero sorry gaps.
Bermuda Shielded Compliance • Lean 4 + Mathlib • Apoth3osis Labs
The Central Question
Can privacy and regulatory compliance coexist on-chain? Zero-knowledge proofs offer a third path: prove you satisfy KYC, sanctions screening, or accredited investor requirements without revealing your identity. This project formalizes shielded compliance in Lean 4: ZK compliance predicates as circuits, shielded transfers with proof attachments, selective disclosure, and credential revocation that doesn’t deanonymize past transactions.
Key Verified Results
predicate_soundnessZK compliance proofs are sound (cannot forge)
Predicate.lean
transfer_privacyShielded transfers reveal nothing beyond compliance
Transfer.lean
disclosure_selectiveOnly requested attributes are revealed
Disclosure.lean
revocation_completeRevoked credentials cannot produce valid proofs
Revocation.lean
“Once men turned their thinking over to machines in the hope that this would set them free. But that only permitted other men with machines to enslave them.”
Frank Herbert, Dune
A janitor who proves a theorem outranks a tenured professor who publishes noise.
Not as a slogan. As a structural fact of how the network operates. The only currency that matters is the quality of your contribution, measured not by committee but by mathematics.
A valid, original framing or conjecture
Formal argument with paper-level rigor
Connecting theory to observable outcomes
Working software the project depends on
Reproducible research with methodology and data
Machine-verified claim checked by a proof assistant
Foundational, load-bearing implementation
Connecting subsystems or knowledge domains end-to-end
Strategic direction & roadmaps
Writing, documentation & papers
Visual, UX & information design
Teaching, tutorials & workshops
Community, outreach & events
Partnerships, governance & policy
Translation, media & accessibility
Ethics, review & quality assurance
Every accepted contribution receives a MENTAT Contribution Record — cryptographically signed, IPFS-pinned, permanently yours. No committee decides your worth. The type checker does.
Contribution Certificates
Immutable contribution records per MENTAT-CA-001. Each certificate is cryptographically anchored with IPFS CIDs.
MENTAT Contribution Record
IDEA
Conceptual Contribution
CONTRIBUTION LEVEL: IDEA
Ontological EngineerShielded Compliance: Privacy and Regulation Coexist
Contributor
Apoth3osis Labs
R&D Division
Core insight: regulatory compliance and cryptographic privacy are not fundamentally opposed. Zero-knowledge proofs enable a third path: proving compliance predicates (KYC eligibility, sanctions clearance, accredited status) without revealing the underlying identity data. The prover demonstrates they satisfy the policy without the verifier learning anything else.
MENTAT Contribution Record
THEORY
Mathematical Foundation
CONTRIBUTION LEVEL: THEORY
Ontological EngineerZK Compliance Predicates and Shielded Transfer Protocol
Contributor
Apoth3osis Labs
R&D Division
Complete framework: (1) compliance predicates as ZK circuits — boolean functions over identity attributes, (2) shielded transfers — asset movement with ZK proofs of compliance attached, (3) selective disclosure — reveal specific attributes without full identity, (4) revocation — regulators can revoke credentials without deanonymizing past transactions.
Builds Upon
MENTAT Contribution Record
PROOF
Formally Verified
CONTRIBUTION LEVEL: PROOF
Ontological EngineerLean 4 Formalization — Shielded Compliance Properties
Contributor
Apoth3osis Labs
R&D Division
Machine-checked Lean 4 formalization of shielded compliance. ZK predicate soundness, transfer privacy, selective disclosure correctness, and revocation completeness. All proved without sorry/admit.
Builds Upon
MENTAT Contribution Record
KERNEL
Computationally Verified
CONTRIBUTION LEVEL: KERNEL
Ontological EngineerBermuda Shielded Compliance Verified Kernel
Contributor
Apoth3osis Labs
R&D Division
All theorems kernel-checked by Lean 4. Guard-no-sorry passes. Standard axioms only.
Builds Upon
MENTAT Contribution Record
BRIDGE
Cross-Level Connection
CONTRIBUTION LEVEL: BRIDGE
Ontological EngineerStandalone Repository + Compliance Scenarios
Contributor
Apoth3osis Labs
R&D Division
Published as standalone GitHub repository with compliance scenario demonstrations for KYC, sanctions screening, and accredited investor verification.
Builds Upon
Governed by MENTAT-CA-001 v1.0 · March 2026
