Q-Chain – Root PQC with Quasar Consensus Protocol Family
Comprehensive specification of Q-Chain as the root Post-Quantum Chain with Quasar consensus, featuring dual-certificate finality and recursive PQC architecture
Abstract
This LP introduces Q-Chain and the Quasar consensus protocol family, Lux Network's quantum-secure blockchain that serves as the platform management chain in Lux 2.0, replacing P-Chain from Lux 1.0. Q-Chain achieves both fast classical consensus and post-quantum finality via an integrated hybrid consensus framework. Beyond quantum security, Q-Chain manages validator coordination, staking operations, chain creation, and network governance. It supports linear and DAG-based transaction processing through multiple consensus engines, and provides dual-certificate finality combining BLS-based classical finalization and Ringtail-based quantum-resistant threshold signatures. The protocol achieves sub-second finality while maintaining security against both classical and quantum adversaries.
Motivation
Blockchain networks face an impending quantum threat that could undermine current cryptographic foundations:
- Quantum Computing Threat: Shor's algorithm can break elliptic curve cryptography, threatening all current blockchain signatures
- Performance Requirements: Post-quantum cryptography must not sacrifice the sub-second finality users expect
- Transition Complexity: Networks need smooth migration paths from classical to quantum-safe cryptography
- Unified Framework: Multiple consensus variants (linear chains, DAGs) need consistent quantum protection
Q-Chain addresses these challenges by providing a modular, high-performance consensus stack with built-in quantum resistance.
Post-Quantum Chains (PQC) – General
A Post-Quantum Chain (PQC) is any chain in the Lux ecosystem that:
- Runs the Lux PQ consensus (post-quantum BFT),
- Has a validator set backed by stake in LUX or a chain whose security_token ultimately resolves to LUX,
- Can accept checkpoint transactions from downstream chains,
- Can emit checkpoints to an upstream PQC (often Q-Chain).
Properties
- High-security: PQC consensus uses post-quantum signatures (e.g. lattice/hash-based), with crypto-agility to allow future upgrades.
- Configurable throughput: A PQC can be low-throughput (like Q-Chain) or medium-throughput (e.g. a regional PQC) depending on its role.
- Recursive: A PQC itself may be a "parent" to:
- classical LSCs / L2s that use its stateRoot as their finality anchor,
- or even to other PQCs (if you want multi-layer PQ trees).
Requirements
In RFC language:
A PQC MUST:
- Run LuxPQConsensus (parametrized PBFT-like protocol with PQ signatures).
- Accept Checkpoint(tx) messages from authorized child chains.
- Produce Checkpoint(tx) messages to its parent PQC or to Q-Chain.
A PQC MAY:
- Run application logic (EVM/WASM/etc.).
- Maintain its own QSF-like fee market for its children, denominated in its own security_token, as long as it ultimately settles to LUX when checkpointing to Q-Chain.
Q-Chain – Root PQC
Q-Chain is the distinguished root Post-Quantum Chain of the Lux ecosystem. It is a high-security, low-throughput PQC that:
- Is validated by LUX-staked validators registered on P-Chain,
- Stores checkpoints from all chains and from other PQCs,
- Implements the global Quantum Security Fee (QSF) fee market in LUX on a per-byte basis,
- Acts as the canonical root of finality from which all other PQCs and Liquidity-Secured Chains derive their long-term safety.
Checkpoint Inclusion Mechanism
The checkpoint inclusion mechanism is cryptographically sound and builds on Lux's post-quantum consensus and signing infrastructure:
1. Merkle Mountain Ranges (MMR) for Efficient Proofs
Each child chain (LSC, L2, or PQC) maintains a Merkle Mountain Range of its block headers:
type ChainMMR struct {
peaks []Hash // Current MMR peaks
height uint64 // Current height
chainID ChainID // Source chain identifier
lastCheckpoint uint64 // Last checkpointed height
}
func (mmr *ChainMMR) AddBlock(header BlockHeader) {
// Add block to MMR, update peaks
mmr.peaks = mmr.updatePeaks(header.Hash())
mmr.height++
}
func (mmr *ChainMMR) GenerateProof(targetHeight uint64) *MMRProof {
// Generate inclusion proof for specific height
return generateMMRProof(mmr.peaks, targetHeight)
}
2. Post-Quantum Signed Checkpoints
Checkpoints are signed using the existing Lux PQ consensus infrastructure:
type Checkpoint struct {
ChainID ChainID // Source chain ID
StartHeight uint64 // First block in this checkpoint
EndHeight uint64 // Last block in this checkpoint
StartRoot Hash // MMR root at StartHeight-1
EndRoot Hash // MMR root at EndHeight
BlockCount uint64 // Number of blocks included
StateRoot Hash // Final state root
Proof *MMRProof // MMR inclusion proof
QSFFee uint64 // Quantum Security Fee paid
ValidatorSet ValidatorSetID // Validator set ID
}
type SignedCheckpoint struct {
Checkpoint Checkpoint
BLSsig []byte // Classical BLS aggregate signature
RingtailSig []byte // Post-quantum threshold signature
SignerBitmap []byte // Bitmap of signing validators
}
3. Dual-Signature Verification
Q-Chain validates checkpoints using both classical and post-quantum signatures:
func (q *QuasarConsensus) VerifyCheckpoint(signed *SignedCheckpoint) bool {
// 1. Verify MMR proof structure
if !verifyMMRProof(signed.Checkpoint.Proof, signed.Checkpoint.StartRoot,
signed.Checkpoint.EndRoot, signed.Checkpoint.BlockCount) {
return false
}
// 2. Verify classical BLS signature
if !q.blsAgg.Verify(signed.Checkpoint.Hash(), signed.BLSsig) {
return false
}
// 3. Verify post-quantum Ringtail signature
if !q.ringtail.Verify(signed.Checkpoint.Hash(), signed.RingtailSig) {
return false
}
// 4. Verify validator set matches current epoch
currentSet := q.getCurrentValidatorSet()
if !currentSet.Matches(signed.ValidatorSet) {
return false
}
// 5. Verify QSF fee payment
if !q.verifyQSFPayment(signed.Checkpoint.QSFFee, signed.Checkpoint.BlockCount) {
return false
}
return true
}
4. Verkle Tree Integration for State Proofs
For chains that need state verification (not just block inclusion):
type StateProof struct {
StateRoot Hash // Root of state trie
Key []byte // Key being proven
Value []byte // Value at key
Proof []byte // Verkle proof
BlockHeight uint64 // Block height for this state
}
func (q *QuasarConsensus) VerifyStateProof(proof *StateProof, checkpoint *Checkpoint) bool {
// Verify state proof against checkpoint's state root
return q.verkleTree.Verify(proof.StateRoot, proof.Key, proof.Value, proof.Proof)
}
5. Checkpoint Processing Flow
1. Child chain produces blocks and updates its MMR
2. At checkpoint interval (e.g., every 100 blocks):
- Generate MMR proof from last checkpoint to current height
- Create Checkpoint struct with metadata
- Sign with dual BLS+Ringtail signatures
3. Submit SignedCheckpoint to Q-Chain (or parent PQC)
4. Q-Chain validates:
- Cryptographic proofs (MMR + signatures)
- Validator set authorization
- QSF fee payment
5. If valid, Q-Chain includes checkpoint in next block
6. Q-Chain updates its global state with new chain head
6. Security Properties
- Post-Quantum Security: All signatures use Lux's dual BLS+Ringtail scheme
- Efficient Proofs: MMR provides O(log n) proofs for arbitrary block ranges
- State Verifiability: Optional Verkle proofs for state transitions
- Economic Security: QSF fees paid in LUX provide Sybil resistance
- Validator Accountability: Signer bitmaps enable slashing for misbehavior
- Crypto-Agility: Signature schemes can be upgraded via governance
7. Performance Characteristics
- Proof Size: ~1-2 KB per checkpoint (MMR + signatures)
- Verification Time: ~5-10ms on modern hardware
- Checkpoint Frequency: Configurable per chain (e.g., every 10-1000 blocks)
- Throughput: Q-Chain can process 1000+ checkpoints/second
- Storage: MMR peaks allow pruning of old block data
This mechanism ensures that Q-Chain can securely and efficiently include proofs of other networks' blocks while maintaining the full post-quantum security guarantees of the Lux consensus protocol.
The Quasar Consensus Stack
Quasar is Lux Network's completely rewritten consensus protocol family, designed from scratch with quantum security, verkle trees, witness support, and FPC (Fast Path Consensus) similar to Sui:
1. Photon – Sampling-Based Consensus
The foundation layer using network sampling for agreement:
type PhotonConsensus struct {
// Binary consensus on a single bit
Preference bool
Confidence int
K int // Sample size
Alpha int // Quorum threshold
Beta int // Confidence threshold
}
func (p *PhotonConsensus) Query(validators []Validator) bool {
sample := randomSample(validators, p.K)
votes := queryPreference(sample)
if votes >= p.Alpha {
p.Confidence++
if p.Confidence >= p.Beta {
return true // Finalized
}
} else {
p.Confidence = 0
}
return false
}
2. Wave – Thresholding Consensus
Fast finality through adaptive thresholding:
type WaveConsensus struct {
Preferences map[ID]int // Choice -> confidence
K, Alpha int
Beta int
}
func (w *WaveConsensus) Query(validators []Validator, choices []ID) ID {
sample := randomSample(validators, w.K)
votes := queryPreferences(sample, choices)
for choice, count := range votes {
if count >= w.Alpha {
w.Preferences[choice]++
if w.Preferences[choice] >= w.Beta {
return choice // Finalized
}
}
}
return nil
}
3. Nova – DAG Finalizer
Finalizes transactions in DAG structures:
type NovaConsensus struct {
dag *DAG
conflicts map[ID][]ID
finalizer *VerkleTree // Verkle tree for efficient proofs
}
func (n *NovaConsensus) FinalizeVertex(v Vertex) bool {
// Use verkle proofs for efficient validation
proof := n.finalizer.GenerateWitness(v)
if n.validateWithWitness(v, proof) {
n.dag.Finalize(v)
return true
}
return false
}
4. Nebula – DAG Consensus
Full DAG consensus with parallel processing:
type NebulaEngine struct {
dag *DAG
verkle *VerkleTree
witness *WitnessCache
}
func (n *NebulaEngine) ProcessTransaction(tx Transaction) {
// Fast path with witness validation
witness := n.witness.Get(tx.ID)
if n.verkle.ValidateWithWitness(tx, witness) {
n.dag.AddVertex(tx)
n.broadcast(tx)
}
}
5. Prism – Voting-Based Consensus
Direct voting mechanism for governance:
type PrismEngine struct {
proposals map[ID]*Proposal
votes map[ID]map[NodeID]Vote
threshold float64 // e.g., 0.75 for 75% approval
}
func (p *PrismEngine) ProcessVote(vote Vote) {
p.votes[vote.ProposalID][vote.NodeID] = vote
if p.calculateSupport(vote.ProposalID) >= p.threshold {
p.executeProposal(vote.ProposalID)
}
}
6. Quasar – Quantum-Secure Overlay
The pinnacle layer adding dual-certificate finality:
type QuasarConsensus struct {
engine ConsensusEngine // Beam or Nova
blsAgg *BLSAggregator
ringtail *RingtailThreshold
timeout time.Duration
}
type DualCertificate struct {
BLSCert []byte // Classical BLS aggregate
RingtailCert []byte // Post-quantum threshold sig
}
func (q *QuasarConsensus) Finalize(block Block) (*DualCertificate, error) {
// Parallel certificate collection
ch1 := make(chan []byte)
ch2 := make(chan []byte)
go q.collectBLS(block, ch1)
go q.collectRingtail(block, ch2)
select {
case <-time.After(q.timeout):
return nil, ErrTimeout
case blsCert := <-ch1:
rtCert := <-ch2
return &DualCertificate{blsCert, rtCert}, nil
}
}
Platform Management Capabilities
As the successor to P-Chain in Lux 2.0, Q-Chain handles all platform management responsibilities with quantum-secure guarantees:
Validator Management
type ValidatorTx struct {
NodeID string
StakeAmount uint64
StartTime time.Time
EndTime time.Time
DelegationFee uint32
RewardAddress Address
ProofOfStake DualSignature // BLS + Ringtail
}
Staking Operations
- Minimum Stake: 2,000 LUX
- Delegation: Support for delegated staking with customizable fees
- Rewards: Automatic distribution with quantum-secure signatures
- Slashing: Quantum-resistant penalty mechanisms
chain Creation and Management
type CreateChainTx struct {
Owners []Address
Threshold uint32
ControlKeys []PublicKey
chainAuth DualCertificate
VMType string // "EVM", "WASM", "Custom"
}
Governance Functions
- Proposal Submission: Quantum-signed governance proposals
- Voting: Weighted by stake with dual-certificate validation
- Parameter Updates: Network-wide configuration changes
- Chain Registration: New chain deployment and management
Core Innovation: Dual-Certificate Finality
The Dual-Certificate Mechanism
Q-Chain requires two cryptographic certificates for block finality:
-
BLS Aggregated Signature (Classical)
- BLS12-381 curve with 128-bit classical security
- Aggregatable signatures for efficiency
- Compatible with existing infrastructure
-
Ringtail Threshold Signature (Post-Quantum)
- Lattice-based (LWE) with 128-bit post-quantum security
- Threshold scheme: no single validator holds full key
- Two-round protocol for efficiency
// Block is final IFF both certificates are valid
func IsBlockFinal(block Block, cert DualCertificate) bool {
return verifyBLS(cert.BLSCert, block) &&
verifyRingtail(cert.RingtailCert, block)
}
Security Analysis
The dual-certificate design provides defense in depth:
| Attack Scenario | BLS Certificate | Ringtail Certificate | Result |
|---|---|---|---|
| Classical Attacker | Secure (128-bit) | Secure (harder) | ✅ Block Safe |
| Quantum Attacker | Vulnerable | Secure (128-bit PQ) | ✅ Block Safe |
| Implementation Bug in BLS | Compromised | Secure | ✅ Block Safe |
| Implementation Bug in Ringtail | Secure | Compromised | ✅ Block Safe |
| Both Systems Compromised | Compromised | Compromised | ❌ Block Unsafe |
Quantum Attack Window
Q-Chain's rapid finality creates an impossibly narrow attack window:
Timeline:
T+0ms: Block proposed
T+50ms: Ringtail timeout (mainnet)
T+295ms: BLS aggregation complete
T+350ms: Block finalized
Attack Window: < 50ms
Even with a large-scale quantum computer, breaking BLS12-381 would require:
- ~2,330 logical qubits
- Billions of sequential operations
- Far more than 50ms of computation time
System Architecture
Directory Structure
/quasar/
├── choices/ # Consensus decision states
├── consensus/ # Core algorithms
│ ├── beam/ # Linear chain consensus
│ └── nova/ # DAG consensus
├── crypto/ # Cryptographic primitives
│ ├── bls/ # BLS12-381 operations
│ └── ringtail/ # Post-quantum threshold
├── engine/ # Consensus engines
│ ├── common/ # Shared code
│ ├── beam/ # Beam engine
│ └── nova/ # Nova engine
├── networking/ # P2P layer
│ ├── handler/ # Message handlers
│ ├── router/ # Chain routing
│ └── sender/ # Outbound messages
├── validators/ # Validator management
└── uptime/ # Liveness tracking
Key Components
Consensus Engines
type Engine interface {
// Core consensus operations
Initialize(validators []Validator) error
ProposeBlock(txs []Transaction) (*Block, error)
ValidateBlock(block Block) error
// Quasar integration
StartCertificateCollection(block Block) error
GetDualCertificate() (*DualCertificate, error)
// Networking
HandleMessage(peer ID, msg Message) error
Gossip() []Message
}
Cryptographic Layer
// BLS Operations
type BLSAggregator struct {
threshold int
validators map[ID]PublicKey
signatures map[ID]Signature
}
func (b *BLSAggregator) Aggregate() ([]byte, error) {
if len(b.signatures) < b.threshold {
return nil, ErrInsufficientSignatures
}
// Pairing-based aggregation
agg := bls.AggregateSignatures(b.signatures)
return agg.Marshal()
}
// Ringtail Operations
type RingtailThreshold struct {
threshold int
shares map[ID]Share
publicKey PublicKey
}
func (r *RingtailThreshold) Combine() ([]byte, error) {
if len(r.shares) < r.threshold {
return nil, ErrInsufficientShares
}
// Lattice-based combination
sig := ringtail.CombineShares(r.shares, r.threshold)
return sig.Marshal()
}
Consensus Flow
1. Transaction Submission
func (q *QChain) SubmitTransaction(tx Transaction) error {
// Validate transaction
if err := q.validateTx(tx); err != nil {
return err
}
// Add to mempool
q.mempool.Add(tx)
// Gossip to peers
q.network.Broadcast(&TxMessage{tx})
return nil
}
2. Block Proposal
func (q *QChain) ProposeBlock() (*Block, error) {
if !q.isMyTurn() {
return nil, ErrNotProposer
}
// Gather transactions
txs := q.mempool.GetBatch(q.maxBlockSize)
// Create block
block := &Block{
Height: q.currentHeight + 1,
Timestamp: time.Now(),
Transactions: txs,
ProposerID: q.myID,
}
// Sign with BLS
block.ProposerSig = q.blsSign(block.Hash())
// Create Ringtail share
block.ProposerShare = q.ringtailShare(block.Hash())
// Broadcast proposal
q.network.Broadcast(&BlockProposal{block})
return block, nil
}
3. Share Collection
func (q *QChain) CollectShares(block Block) error {
deadline := time.Now().Add(q.timeout)
for time.Now().Before(deadline) {
select {
case share := <-q.shareChannel:
if q.validateShare(share, block) {
q.ringtail.AddShare(share)
if q.ringtail.HasThreshold() {
return nil
}
}
case <-time.After(time.Millisecond):
// Continue collecting
}
}
return ErrTimeout
}
4. Certificate Aggregation
func (q *QChain) AggregateCertificates(block Block) (*DualCertificate, error) {
var wg sync.WaitGroup
var blsCert, rtCert []byte
var blsErr, rtErr error
// Parallel aggregation
wg.Add(2)
go func() {
defer wg.Done()
blsCert, blsErr = q.blsAgg.Aggregate()
}()
go func() {
defer wg.Done()
rtCert, rtErr = q.ringtail.Combine()
}()
wg.Wait()
if blsErr != nil || rtErr != nil {
return nil, ErrAggregationFailed
}
return &DualCertificate{
BLSCert: blsCert,
RingtailCert: rtCert,
}, nil
}
5. Consensus Voting
func (q *QChain) VoteOnBlock(block Block, cert DualCertificate) error {
// Verify dual certificates
if !q.verifyDualCert(block, cert) {
return q.voteNo(block)
}
// Lux-style voting
for round := 0; round < q.maxRounds; round++ {
sample := q.randomSample(q.K)
votes := q.queryVotes(sample, block)
if votes.Yes >= q.AlphaPreference {
q.preference = block
q.confidence++
if q.confidence >= q.Beta {
return q.finalizeBlock(block)
}
} else {
q.confidence = 0
}
}
return ErrNoConsensus
}
6. Finalization
func (q *QChain) FinalizeBlock(block Block) error {
// Update state
if err := q.state.Apply(block); err != nil {
return err
}
// Store certificates
q.storage.StoreCertificates(block.Height, block.DualCert)
// Update chain tip
q.currentHeight = block.Height
q.lastFinalized = block.Hash()
// Notify applications
q.notifyFinalization(block)
// Log achievement
q.logger.Info("Quantum-secure finality achieved ✓",
"height", block.Height,
"latency", time.Since(block.Timestamp))
return nil
}
Performance Characteristics
Mainnet Configuration (21 validators)
var MainnetParams = Parameters{
// Consensus parameters
K: 21,
AlphaPreference: 13,
AlphaConfidence: 18,
Beta: 8,
// Quasar parameters
QThreshold: 15, // 15 of 21 for Ringtail
QuasarTimeout: 50 * time.Millisecond,
// Performance targets
BlockTime: 500 * time.Millisecond,
FinalityTarget: 350 * time.Millisecond,
}
Performance Metrics
| Metric | Value | Description |
|---|---|---|
| Block Time | ~500ms | New block every 0.5 seconds |
| Finality Latency | <350ms | Dual-cert finality achieved |
| BLS Aggregation | ~295ms | Time to collect classical sigs |
| Ringtail Aggregation | ~7ms | Time to combine PQ shares |
| Network Overhead | ~50ms | Propagation and processing |
| Certificate Size | ~2.9KB | Combined BLS + Ringtail |
Latency Breakdown
Block Proposal
│
├─► BLS Collection ────────────────► 295ms
│ │
│ ├─► Network RTT (~200ms)
│ └─► Aggregation (~95ms)
│
└─► Ringtail Collection ──► 50ms
│
├─► Share Collection (~48ms)
└─► Combination (~7ms)
______
Total: ~350ms
Security Considerations
Byzantine Fault Tolerance
Q-Chain maintains safety under standard Byzantine assumptions:
type SecurityParams struct {
TotalValidators int // n
ByzantineLimit int // f < n/3
HonestMajority int // h > 2n/3
// Lux specific
SafetyProbability float64 // 1 - ε where ε ≈ 10^-10
}
Post-Quantum Security
Ringtail provides security based on lattice problems:
| Parameter | Value | Security Level |
|---|---|---|
| Lattice Dimension | 1024 | 128-bit PQ |
| Ring Modulus | 2^32 - 5 | Standard |
| Error Distribution | Gaussian σ=3.2 | LWE-hard |
| Share Size | ~1KB | Efficient |
Slashing Conditions
enum SlashingReason {
DOUBLE_SIGN, // Signed conflicting blocks
MISSING_PQ_CERT, // Failed to provide Ringtail
INVALID_SIGNATURE, // Provided invalid sig
DOWNTIME, // Extended offline period
}
function slash(validator address, reason SlashingReason) {
uint256 penalty = calculatePenalty(reason);
// Burn portion of stake
stakes[validator] -= penalty;
// Emit event for transparency
emit ValidatorSlashed(validator, reason, penalty);
}
Network Deployment
Multi-Chain Architecture
Q-Chain can secure multiple blockchains simultaneously:
type ChainManager struct {
chains map[ChainID]*QuasarInstance
}
func (cm *ChainManager) LaunchChain(config ChainConfig) error {
var engine ConsensusEngine
switch config.Type {
case LINEAR:
engine = NewBeamEngine(config)
case DAG:
engine = NewNovaEngine(config)
}
quasar := &QuasarInstance{
engine: engine,
params: config.ConsensusParams,
crypto: NewDualCrypto(config),
}
cm.chains[config.ChainID] = quasar
return quasar.Start()
}
Configuration Examples
High-Security Financial Chain
FinancialChainParams = Parameters{
K: 30, // Larger sample
AlphaPreference: 20, // Higher threshold
Beta: 12, // More confirmations
QThreshold: 20, // 20 of 30
QuasarTimeout: 30 * time.Millisecond, // Tighter deadline
}
High-Throughput Gaming Chain
GamingChainParams = Parameters{
K: 15, // Smaller sample
AlphaPreference: 9, // Lower threshold
Beta: 5, // Fewer confirmations
QThreshold: 11, // 11 of 15
QuasarTimeout: 100 * time.Millisecond, // Relaxed deadline
}
Future Enhancements
1. Dynamic Validator Sets
- Hot-swapping validators without downtime
- Rapid DKG for new Ringtail keys
- Forward-secure key evolution
2. Cross-Chain Atomic Operations
- Leverage dual-cert finality for atomic swaps
- Quantum-safe hash time-locked contracts
- Inter-chain certificate validation
3. Light Client Support
- Succinct dual-certificate proofs
- Post-quantum Merkle trees
- Mobile-friendly verification
4. Hardware Integration
- HSM support for key protection
- Hardware-accelerated lattice operations
- TEE integration for share generation
5. Advanced Consensus Features
- Adaptive parameters based on network conditions
- Machine learning for optimal sampling
- Parallel certificate aggregation
Implementation Guidelines
Running a Q-Chain Node
# Launch with Quasar enabled
luxd --chain-id=q-chain --quasar-enabled --config=mainnet.json
# Monitor consensus
tail -f ~/.luxd/logs/q-chain/quasar.log
# Example log output
[QUASAR] Starting round height=1000
[QUASAR] Block proposed by validator-5
[QUASAR] BLS signatures: 21/21 collected
[QUASAR] RT shares collected (15/21) @latency=48ms
[QUASAR] Aggregated cert size=2.9KB
[CONSENSUS] Block 1000 dual-cert finalized latency=302ms
[QUASAR] Quantum-secure finality achieved ✓
Developer Integration
// Connect to Q-Chain
client, err := qchain.NewClient("https://api.q-chain.lux.network")
// Submit transaction
tx := &Transaction{
From: myAddress,
To: recipientAddress,
Amount: 100 * units.LUX,
}
receipt, err := client.SendTransaction(tx)
// Wait for quantum-secure finality
confirmed, err := client.WaitForFinality(receipt.TxHash)
Conclusion
Q-Chain and the Quasar protocol family represent a significant advancement in blockchain consensus design. By combining the speed and scalability of Lux-style metastable consensus with both classical and post-quantum cryptography, Lux Network achieves:
- Sub-second finality with dual-certificate security
- Quantum resistance without sacrificing performance
- Modular architecture supporting various blockchain types
- Smooth transition from classical to post-quantum era
The dual-certificate mechanism ensures that Q-Chain remains secure against both current and future threats, while the narrow attack window makes real-time quantum attacks physically impossible. This positions Lux Network at the forefront of blockchain security for the next generation of decentralized applications.
References
- Lux Network Team, "Quasar: A Quantum-Resistant Consensus Protocol Family with Verkle Trees and FPC"
- NTT Research, "Ringtail: World's first two-round post-quantum threshold signature scheme"
- Boneh et al., "BLS Signatures: Short Signatures from the Weil Pairing"
- Shor, P.W., "Polynomial-Time Algorithms for Prime Factorization and Discrete Logarithms on a Quantum Computer"
- NIST Post-Quantum Cryptography Standardization
- LP-4: Quantum-Resistant Cryptography Integration
- LP-5: Quantum-Safe Wallets and Multisig
- Sui Network, "Fast Path Consensus for Low-Latency Blockchain Finality"
- Verkle Trees, "Efficient State Proofs for Blockchain Systems"
Test Cases
Unit Tests
-
Cryptographic Primitives
- Test key generation
- Verify signature creation
- Test signature verification
-
Post-Quantum Security
- Verify NIST compliance
- Test parameter validation
- Validate security levels
-
Performance Benchmarks
- Measure key generation time
- Benchmark signing operations
- Test verification throughput
Integration Tests
-
Hybrid Signature Schemes
- Test classical-PQ combinations
- Verify fallback mechanisms
- Test key rotation
-
Network Integration
- Test consensus with PQ signatures
- Verify cross-chain compatibility
- Test upgrade transitions
Copyright
Copyright and related rights waived via CC0.
Specification
Normative definitions (APIs, data types, and constants) in this LP MUST be implemented as described to ensure compatibility.
Rationale
Design decisions aim for operational simplicity and robust security while meeting Lux performance targets.
Backwards Compatibility
This LP is additive and does not break existing interfaces. Migration can be performed incrementally as needed.