BLS Threshold Crypto API Reference
BLS Threshold Crypto (blsttc) is a Rust implementation of BLS (Boneh-Lynn-Shacham) threshold signatures with support for both Rust and Python interfaces.
Installation
Basic Usage
from blsttc import SecretKey, PublicKey, Signature
# Generate a secret key
secret_key = SecretKey.random()
# Get the corresponding public key
public_key = secret_key.public_key()
# Sign a message
message = b"Hello, World!"
signature = secret_key.sign(message)
# Verify the signature
assert public_key.verify(signature, message)
use blsttc::{SecretKey, PublicKey, Signature};
// Generate a secret key
let secret_key = SecretKey::random();
// Get the corresponding public key
let public_key = secret_key.public_key();
// Sign a message
let message = b"Hello, World!";
let signature = secret_key.sign(message);
// Verify the signature
assert!(public_key.verify(&signature, message));
Threshold Signatures
from blsttc import SecretKeySet, PublicKeySet
# Create a threshold signature scheme
threshold = 3 # Minimum signatures required
total = 5 # Total number of shares
sk_set = SecretKeySet.random(threshold)
# Get the public key set
pk_set = sk_set.public_keys()
# Generate secret key shares
secret_shares = [sk_set.secret_key_share(i) for i in range(total)]
# Sign with individual shares
message = b"Hello, World!"
sig_shares = [share.sign(message) for share in secret_shares]
# Combine signatures
combined_sig = pk_set.combine_signatures(sig_shares[:threshold])
# Verify the combined signature
assert pk_set.public_key().verify(combined_sig, message)
use blsttc::{SecretKeySet, PublicKeySet};
// Create a threshold signature scheme
let threshold = 3; // Minimum signatures required
let total = 5; // Total number of shares
let sk_set = SecretKeySet::random(threshold);
// Get the public key set
let pk_set = sk_set.public_keys();
// Generate secret key shares
let secret_shares: Vec<_> = (0..total)
.map(|i| sk_set.secret_key_share(i))
.collect();
// Sign with individual shares
let message = b"Hello, World!";
let sig_shares: Vec<_> = secret_shares
.iter()
.map(|share| share.sign(message))
.collect();
// Combine signatures
let combined_sig = pk_set.combine_signatures(sig_shares[..threshold].iter())?;
// Verify the combined signature
assert!(pk_set.public_key().verify(&combined_sig, message));
Advanced Features
Key Generation
use blsttc::{SecretKey, Fr};
use rand::thread_rng;
// Generate from random seed
let secret_key = SecretKey::random();
// Generate from bytes
let bytes_data = b"some-32-byte-seed";
let secret_key = SecretKey::from_bytes(bytes_data)?;
// Generate from field element
let fr = Fr::random();
let secret_key = SecretKey::from_fr(&fr);
Serialization
Error Handling
use blsttc::error::Error;
// Handle key generation errors
match SecretKey::from_bytes(invalid_bytes) {
Ok(sk) => println!("Key generated successfully"),
Err(Error::InvalidBytes) => println!("Invalid key bytes"),
Err(e) => println!("Other error: {}", e),
}
// Handle signature verification
if !pk.verify(&sig, msg) {
println!("Invalid signature");
}
Best Practices
- Key Management
- Securely store private keys
- Use strong random number generation
-
Implement key rotation policies
-
Threshold Selection
- Choose appropriate threshold values
- Consider fault tolerance requirements
-
Balance security and availability
-
Performance
- Cache public keys when possible
- Batch verify signatures when possible
-
Use appropriate buffer sizes
-
Security
- Validate all inputs
- Use secure random number generation
- Implement proper error handling
Common Use Cases
- Distributed Key Generation
- Generate keys for distributed systems
- Share keys among multiple parties
-
Implement threshold cryptography
-
Signature Aggregation
- Combine multiple signatures
- Reduce signature size
-
Improve verification efficiency
-
Consensus Protocols
- Implement Byzantine fault tolerance
- Create distributed voting systems
- Build secure multiparty computation