Struct secp256k1zkp::Secp256k1

pub struct Secp256k1 { /* private fields */ }

The secp256k1 engine, used to execute all signature operations

Implementations

impl Secp256k1

pub fn verify_from_commit( &self, msg: &Message, sig: &Signature, commit: &Commitment ) -> Result<(), Error>

verify commitment

pub fn commit(&self, value: u64, blind: SecretKey) -> Result<Commitment, Error>

Creates a pedersen commitment from a value and a blinding factor

pub fn commit_blind( &self, value: SecretKey, blind: SecretKey ) -> Result<Commitment, Error>

Creates a pedersen commitment from a two blinding factors

pub fn commit_value(&self, value: u64) -> Result<Commitment, Error>

Convenience method to Create a pedersen commitment only from a value, with a zero blinding factor

pub fn verify_commit_sum( &self, positive: Vec<Commitment>, negative: Vec<Commitment> ) -> bool

Taking vectors of positive and negative commitments as well as an expected excess, verifies that it all sums to zero.

pub fn commit_sum( &self, positive: Vec<Commitment>, negative: Vec<Commitment> ) -> Result<Commitment, Error>

Computes the sum of multiple positive and negative pedersen commitments.

pub fn blind_sum( &self, positive: Vec<SecretKey>, negative: Vec<SecretKey> ) -> Result<SecretKey, Error>

Computes the sum of multiple positive and negative blinding factors.

pub fn blind_switch( &self, value: u64, blind: SecretKey ) -> Result<SecretKey, Error>

Compute a blinding factor using a switch commitment

pub fn nonce(&self) -> [u8; 32]

Convenience function for generating a random nonce for a range proof. We will need the nonce later if we want to rewind the range proof.

pub fn range_proof( &self, min: u64, value: u64, blind: SecretKey, commit: Commitment, message: ProofMessage ) -> RangeProof

Produces a range proof for the provided value, using min and max bounds, relying on the blinding factor and commitment.

pub fn verify_range_proof( &self, commit: Commitment, proof: RangeProof ) -> Result<ProofRange, Error>

Verify a proof that a committed value is within a range.

pub fn rewind_range_proof( &self, commit: Commitment, proof: RangeProof, nonce: SecretKey ) -> ProofInfo

Verify a range proof and rewind the proof to recover information sent by its author.

pub fn range_proof_info(&self, proof: RangeProof) -> ProofInfo

General information extracted from a range proof. Does not provide any information about the value or the message (see rewind).

pub fn bullet_proof( &self, value: u64, blind: SecretKey, rewind_nonce: SecretKey, private_nonce: SecretKey, extra_data_in: Option<Vec<u8>>, message: Option<ProofMessage> ) -> RangeProof

Produces a bullet proof for the provided value, using min and max bounds, relying on the blinding factor and value. If a message is passed, it will be truncated or padded to exactly BULLET_PROOF_MSG_SIZE bytes

pub fn bullet_proof_multisig( &self, value: u64, blind: SecretKey, nonce: SecretKey, extra_data_in: Option<Vec<u8>>, message: Option<ProofMessage>, tau_x: Option<&mut SecretKey>, t_one: Option<&mut PublicKey>, t_two: Option<&mut PublicKey>, commits: Vec<Commitment>, private_nonce: Option<&SecretKey>, step: u8 ) -> Option<RangeProof>

Produces a bullet proof for multi-party commitment

pub fn verify_bullet_proof( &self, commit: Commitment, proof: RangeProof, extra_data_in: Option<Vec<u8>> ) -> Result<ProofRange, Error>

Verify with bullet proof that a committed value is positive

pub fn verify_bullet_proof_multi( &self, commits: Vec<Commitment>, proofs: Vec<RangeProof>, extra_data_in: Option<Vec<Vec<u8>>> ) -> Result<ProofRange, Error>

Verify with bullet proof that a committed value is positive

pub fn rewind_bullet_proof( &self, commit: Commitment, nonce: SecretKey, extra_data_in: Option<Vec<u8>>, proof: RangeProof ) -> Result<ProofInfo, Error>

Rewind a bullet proof to get the value and Blinding factor back out

impl Secp256k1

pub fn new() -> Secp256k1

Creates a new Secp256k1 context

pub fn with_caps(caps: ContextFlag) -> Secp256k1

Creates a new Secp256k1 context with the specified capabilities

pub fn without_caps() -> Secp256k1

Creates a new Secp256k1 context with no capabilities (just de/serialization)

pub fn randomize<R: Rng>(&mut self, rng: &mut R)

(Re)randomizes the Secp256k1 context for cheap sidechannel resistence; see comment in libsecp256k1 commit d2275795f by Gregory Maxwell

pub fn generate_keypair<R: Rng>( &self, rng: &mut R ) -> Result<(SecretKey, PublicKey), Error>

Generates a random keypair. Convenience function for key::SecretKey::new and key::PublicKey::from_secret_key; call those functions directly for batch key generation. Requires a signing-capable context.

pub fn sign(&self, msg: &Message, sk: &SecretKey) -> Result<Signature, Error>

Constructs a signature for msg using the secret key sk and RFC6979 nonce Requires a signing-capable context.

pub fn sign_recoverable( &self, msg: &Message, sk: &SecretKey ) -> Result<RecoverableSignature, Error>

Constructs a signature for msg using the secret key sk and RFC6979 nonce Requires a signing-capable context.

pub fn recover( &self, msg: &Message, sig: &RecoverableSignature ) -> Result<PublicKey, Error>

Determines the public key for which sig is a valid signature for msg. Requires a verify-capable context.

pub fn verify( &self, msg: &Message, sig: &Signature, pk: &PublicKey ) -> Result<(), Error>

Checks that sig is a valid ECDSA signature for msg using the public key pubkey. Returns Ok(true) on success. Note that this function cannot be used for Bitcoin consensus checking since there may exist signatures which OpenSSL would verify but not libsecp256k1, or vice-versa. Requires a verify-capable context.

Trait Implementations

impl Clone for Secp256k1

fn clone(&self) -> Secp256k1

Returns a copy of the value.

fn clone_from(&mut self, source: &Self)

Performs copy-assignment from source.

impl Debug for Secp256k1

fn fmt(&self, f: &mut Formatter<'_>) -> Result<(), Error>

Formats the value using the given formatter.

impl Drop for Secp256k1

fn drop(&mut self)

Executes the destructor for this type.

impl PartialEq for Secp256k1

fn eq(&self, other: &Secp256k1) -> bool

This method tests for self and other values to be equal, and is used by ==.

fn ne(&self, other: &Rhs) -> bool

This method tests for !=. The default implementation is almost always sufficient, and should not be overridden without very good reason.

impl Eq for Secp256k1

impl Send for Secp256k1

impl Sync for Secp256k1