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quantum_blockchain.py
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from qiskit import Aer, QuantumCircuit, transpile, assemble, execute
from qiskit.visualization import plot_histogram
import hashlib
import time
from math import gcd
def lattice_based_hash(index, previous_hash, timestamp, data):
# Enhanced lattice-based hash function (simplified for illustration)
prime_modulus = 7919 # Replace with a larger prime modulus in a real-world scenario
lattice_hash_input = f'{index}{previous_hash}{timestamp}{data}'.encode()
# Create a hash using a strong cryptographic hash function
hashed_value = int(hashlib.shake_256(lattice_hash_input).hexdigest(256), 16)
# Ensure that the result is coprime with the modulus
while gcd(hashed_value, prime_modulus) != 1:
hashed_value += 1
# Take the result modulo the prime modulus
return hashed_value % prime_modulus
class Block:
def __init__(self, index, previous_hash, timestamp, data, quantum_key, hash):
self.index = index
self.previous_hash = previous_hash
self.timestamp = timestamp
self.data = data
self.quantum_key = quantum_key
self.hash = hash
def calculate_hash(index, previous_hash, timestamp, data, quantum_key):
# Use lattice-based hash function instead of SHA-256
return lattice_based_hash(index, previous_hash, timestamp, data + quantum_key)
def create_genesis_block():
return Block(0, "0", int(time.time()), "Genesis Block", "0", calculate_hash(0, "0", int(time.time()), "Genesis Block", "0"))
def create_new_block(previous_block, data, quantum_key):
index = previous_block.index + 1
timestamp = int(time.time())
hash = calculate_hash(index, previous_block.hash, timestamp, data, quantum_key)
return Block(index, previous_block.hash, timestamp, data, quantum_key, hash)
def is_chain_valid(chain):
for i in range(1, len(chain)):
current_block = chain[i]
previous_block = chain[i - 1]
if current_block.hash != calculate_hash(current_block.index, previous_block.hash, current_block.timestamp, current_block.data, current_block.quantum_key):
return False
return True
def bbm92_protocol():
# Step 1: Prepare the quantum circuit
alice = QuantumCircuit(1, 1, name='Alice')
bob = QuantumCircuit(1, 1, name='Bob')
alice.h(0) # Apply Hadamard gate
alice.measure(0, 0) # Measure qubit
# Share the quantum circuit state
bob.measure(0, 0)
# Step 2: Simulate the circuit
backend = Aer.get_backend('qasm_simulator')
shots = 1024
alice_job = execute(alice, backend=backend, shots=shots)
bob_job = execute(bob, backend=backend, shots=shots)
alice_result = alice_job.result()
bob_result = bob_job.result()
# Step 3: Analyze the results
alice_counts = alice_result.get_counts(alice)
bob_counts = bob_result.get_counts(bob)
# Extract key
alice_key = list(alice_counts.keys())[0]
bob_key = list(bob_counts.keys())[0]
print("Alice's key:", alice_key)
print("Bob's key:", bob_key)
# Step 4: Compare keys and establish a secure key
if alice_key == bob_key:
print("Keys match. Secure key exchange successful!")
return alice_key
else:
print("Keys do not match. Key exchange failed.")
return None
# Create a simple blockchain with quantum key distribution and lattice-based hash
blockchain = [create_genesis_block()]
previous_block = blockchain[0]
# Add blocks to the blockchain
for i in range(1, 4):
new_data = f"Block #{i}"
quantum_key = bbm92_protocol()
# If the key exchange failed, exit the program
if quantum_key is None:
print("Blockchain creation aborted.")
break
new_block = create_new_block(previous_block, new_data, quantum_key)
blockchain.append(new_block)
previous_block = new_block
# Print the blockchain
for block in blockchain:
print(f"Index: {block.index}")
print(f"Previous Hash: {block.previous_hash}")
print(f"Timestamp: {block.timestamp}")
print(f"Data: {block.data}")
print(f"Quantum Key: {block.quantum_key}")
print(f"Hash: {block.hash}")
print("\n")
# Validate the blockchain
print("Is the blockchain valid?", is_chain_valid(blockchain))