Restaking Protocol Smart Contract Formal Verification

We translate your protocol's business logic and security requirements into formal, machine-readable specifications using TLA+ or Coq. This creates an unambiguous mathematical model of intended behavior, serving as the single source of truth for verification.

Your Solidity/Vyper smart contracts are translated into a formal intermediate representation. We map every function, state variable, and control flow path to the specification, ensuring the codebase is fully represented for theorem proving.

Using automated theorem provers (like Z3) and interactive proof assistants, we mathematically verify that the formalized code satisfies all specifications. This proves the absence of critical bugs like reentrancy, overflow, and logic flaws.

We define and prove key system invariants critical for restaking security: slashing condition correctness, reward distribution fairness, and validator state consistency. This guarantees protocol safety and liveness properties under all scenarios.

If a proof fails, our tools generate concrete counterexamples—specific transaction sequences that violate a specification. This provides actionable, reproducible bug reports for developers, far beyond typical audit findings.

We collaborate with your team to define formal specifications for your protocol's core invariants and security properties. This critical foundation ensures our verification targets your exact business logic and risk model.

Our experts translate your Solidity/Vyper code into a formal model using tools like Certora Prover or K Framework. We then mathematically prove that the code satisfies all specified security properties under all possible states.

If a property fails, we provide a concrete counterexample—a specific transaction sequence that breaks the invariant. We then work with your developers to fix the logic and re-verify until all proofs pass.