A Verifier Smart Contract's primary function is to execute the verification algorithm corresponding to a specific cryptographic proof system. Its implementation details depend on the type of proof being verified:
* For **zk-SNARKs** (Zero-Knowledge Succinct Non-Interactive Argument of Knowledge): The verifier contract typically includes the *verification key* (VK), which is derived from the trusted setup phase of the specific SNARK circuit (or from a common reference string if using updatable/universal SNARKs). The contract's logic performs mathematical operations, often involving
elliptic curve pairings and polynomial commitments, to check the submitted proof against the public inputs and the VK. Due to the complexity and
gas cost of these operations, efficient
Solidity implementations (sometimes using precompiled contracts for pairing checks) are crucial.
* For **zk-STARKs** (Zero-Knowledge Scalable Transparent Argument of Knowledge): STARK verifiers do not require a trusted setup. Their verification logic involves checking polynomial constraints, FRI (Fast Reed-Solomon Interactive
Oracle Proof of Proximity)
protocol steps, and
hash function evaluations. STARK proofs can be larger than SNARK proofs, but verification can sometimes be more efficient for certain types of computations, and they rely on simpler cryptographic assumptions (hash functions).
* For **Verifiable Presentations (VPs)**: A verifier contract might check the
digital signature on the VP (verifying it was signed by the holder's DID), ensure that any included challenge or
nonce matches the expected value (to prevent replay attacks), and potentially interact with other
on-chain registries to verify the status of presented VCs (e.g., check for revocation) or the authenticity of issuer DIDs.
Generating the
bytecode for Verifier Smart Contracts, especially for complex ZK proof systems, often involves specialized high-level languages and compilers (e.g., Circom, ZoKrates, or
Cairo for SNARKs/STARKs) that can output
Solidity (or another compatible
smart contract language) code specifically for the verifier logic. The
gas cost of executing the verification
on-chain is a significant design constraint and optimization target.