Module sui::groth16
- Struct
Curve
- Struct
PreparedVerifyingKey
- Struct
PublicProofInputs
- Struct
ProofPoints
- Constants
- Function
bls12381
- Function
bn254
- Function
pvk_from_bytes
- Function
pvk_to_bytes
- Function
public_proof_inputs_from_bytes
- Function
proof_points_from_bytes
- Function
prepare_verifying_key
- Function
prepare_verifying_key_internal
- Function
verify_groth16_proof
- Function
verify_groth16_proof_internal
Struct `Curve`
Represents an elliptic curve construction to be used in the verifier. Currently we support BLS12-381 and BN254. This should be given as the first parameter to prepare_verifying_key or verify_groth16_proof.public struct Curve has copy, drop, store
Fields
- id: u8
Struct `PreparedVerifyingKey`
A PreparedVerifyingKey consisting of four components in serialized form.public struct PreparedVerifyingKey has copy, drop, store
Fields
- vk_gamma_abc_g1_bytes: vector<u8>
- alpha_g1_beta_g2_bytes: vector<u8>
- gamma_g2_neg_pc_bytes: vector<u8>
- delta_g2_neg_pc_bytes: vector<u8>
Struct `PublicProofInputs`
A PublicProofInputs wrapper around its serialized bytes.public struct PublicProofInputs has copy, drop, store
Fields
- bytes: vector<u8>
Struct `ProofPoints`
A ProofPoints wrapper around the serialized form of three proof points.public struct ProofPoints has copy, drop, store
Fields
- bytes: vector<u8>
Constants
const EInvalidVerifyingKey: u64 = 0;
const EInvalidCurve: u64 = 1;
const ETooManyPublicInputs: u64 = 2;
const EInvalidScalar: u64 = 3;
const MaxPublicInputs: u64 = 8;
Function `bls12381`
Return the Curve value indicating that the BLS12-381 construction should be used in a given function.public fun bls12381(): sui::groth16::Curve
Function `bn254`
Return the Curve value indicating that the BN254 construction should be used in a given function.public fun bn254(): sui::groth16::Curve
Function `pvk_from_bytes`
Creates a PreparedVerifyingKey from bytes.public fun pvk_from_bytes(vk_gamma_abc_g1_bytes: vector<u8>, alpha_g1_beta_g2_bytes: vector<u8>, gamma_g2_neg_pc_bytes: vector<u8>, delta_g2_neg_pc_bytes: vector<u8>): sui::groth16::PreparedVerifyingKey
Implementation
public fun pvk_from_bytes(
vk_gamma_abc_g1_bytes: vector<u8>,
alpha_g1_beta_g2_bytes: vector<u8>,
gamma_g2_neg_pc_bytes: vector<u8>,
delta_g2_neg_pc_bytes: vector<u8>,
): PreparedVerifyingKey {
PreparedVerifyingKey {
vk_gamma_abc_g1_bytes,
alpha_g1_beta_g2_bytes,
gamma_g2_neg_pc_bytes,
delta_g2_neg_pc_bytes,
}
}
Function `pvk_to_bytes`
Returns bytes of the four components of the PreparedVerifyingKey.public fun pvk_to_bytes(pvk: sui::groth16::PreparedVerifyingKey): vector<vector<u8>>
Implementation
public fun pvk_to_bytes(pvk: PreparedVerifyingKey): vector<vector<u8>> {
vector[
pvk.vk_gamma_abc_g1_bytes,
pvk.alpha_g1_beta_g2_bytes,
pvk.gamma_g2_neg_pc_bytes,
pvk.delta_g2_neg_pc_bytes,
]
}
Function `public_proof_inputs_from_bytes`
Creates a PublicProofInputs wrapper from bytes. The bytes parameter should be a concatenation of a number of 32 bytes scalar field elements to be used as public inputs in little-endian format to a circuit.public fun public_proof_inputs_from_bytes(bytes: vector<u8>): sui::groth16::PublicProofInputs
Implementation
public fun public_proof_inputs_from_bytes(bytes: vector<u8>): PublicProofInputs {
assert!(bytes.length() % 32 == 0, EInvalidScalar);
assert!(bytes.length() / 32 <= MaxPublicInputs, ETooManyPublicInputs);
PublicProofInputs { bytes }
}
Function `proof_points_from_bytes`
Creates a Groth16 ProofPoints from bytes.public fun proof_points_from_bytes(bytes: vector<u8>): sui::groth16::ProofPoints
Implementation
public fun proof_points_from_bytes(bytes: vector<u8>): ProofPoints {
ProofPoints { bytes }
}
Function `prepare_verifying_key`
@param curve: What elliptic curve construction to use. See bls12381 and bn254. @param verifying_key: An Arkworks canonical compressed serialization of a verifying key.Returns four vectors of bytes representing the four components of a prepared verifying key. This step computes one pairing e(P, Q), and binds the verification to one particular proof statement. This can be used as inputs for the verify_groth16_proof function.
public fun prepare_verifying_key(curve: &sui::groth16::Curve, verifying_key: &vector<u8>): sui::groth16::PreparedVerifyingKey
Implementation
public fun prepare_verifying_key(curve: &Curve, verifying_key: &vector<u8>): PreparedVerifyingKey {
prepare_verifying_key_internal(curve.id, verifying_key)
}
Function `prepare_verifying_key_internal`
Native functions that flattens the inputs into an array and passes to the Rust native function. May abort with EInvalidVerifyingKey or EInvalidCurve.fun prepare_verifying_key_internal(curve: u8, verifying_key: &vector<u8>): sui::groth16::PreparedVerifyingKey
Implementation
native fun prepare_verifying_key_internal(
curve: u8,
verifying_key: &vector<u8>,
): PreparedVerifyingKey;
Function `verify_groth16_proof`
@param curve: What elliptic curve construction to use. See the bls12381 and bn254 functions. @param prepared_verifying_key: Consists of four vectors of bytes representing the four components of a prepared verifying key. @param public_proof_inputs: Represent inputs that are public. @param proof_points: Represent three proof points.Returns a boolean indicating whether the proof is valid.
public fun verify_groth16_proof(curve: &sui::groth16::Curve, prepared_verifying_key: &sui::groth16::PreparedVerifyingKey, public_proof_inputs: &sui::groth16::PublicProofInputs, proof_points: &sui::groth16::ProofPoints): bool
Implementation
public fun verify_groth16_proof(
curve: &Curve,
prepared_verifying_key: &PreparedVerifyingKey,
public_proof_inputs: &PublicProofInputs,
proof_points: &ProofPoints,
): bool {
verify_groth16_proof_internal(
curve.id,
&prepared_verifying_key.vk_gamma_abc_g1_bytes,
&prepared_verifying_key.alpha_g1_beta_g2_bytes,
&prepared_verifying_key.gamma_g2_neg_pc_bytes,
&prepared_verifying_key.delta_g2_neg_pc_bytes,
&public_proof_inputs.bytes,
&proof_points.bytes,
)
}
Function `verify_groth16_proof_internal`
Native functions that flattens the inputs into arrays of vectors and passed to the Rust native function. May abort with EInvalidCurve or ETooManyPublicInputs.fun verify_groth16_proof_internal(curve: u8, vk_gamma_abc_g1_bytes: &vector<u8>, alpha_g1_beta_g2_bytes: &vector<u8>, gamma_g2_neg_pc_bytes: &vector<u8>, delta_g2_neg_pc_bytes: &vector<u8>, public_proof_inputs: &vector<u8>, proof_points: &vector<u8>): bool
Implementation
native fun verify_groth16_proof_internal(
curve: u8,
vk_gamma_abc_g1_bytes: &vector<u8>,
alpha_g1_beta_g2_bytes: &vector<u8>,
gamma_g2_neg_pc_bytes: &vector<u8>,
delta_g2_neg_pc_bytes: &vector<u8>,
public_proof_inputs: &vector<u8>,
proof_points: &vector<u8>,
): bool;