SynX: A Post-Quantum Privacy Layer for the Information Age

Technical Whitepaper

SynX Project

v1.0

Abstract

SynX is a privacy-preserving cryptocurrency designed from genesis with post-quantum cryptographic primitives. Unlike legacy chains that rely on elliptic curve cryptography vulnerable to Shor's algorithm, SynX implements NIST-standardized Kyber-768 for key encapsulation and SPHINCS+-SHAKE256-128f for digital signatures. This paper presents the complete technical specification of the SynX protocol, including wallet architecture supporting seven languages with 25-word mnemonic recovery and USB hardware export, a trustless P2P escrow marketplace, delegated proof-of-stake consensus, and a comprehensive threat model analysis. We demonstrate that SynX provides equivalent or superior privacy guarantees to existing solutions while maintaining resistance to cryptographically relevant quantum computers (CRQC). The protocol requires no trusted setup and provides information-theoretic signature security through hash-based constructions.

1. Introduction

The emergence of quantum computing poses an existential threat to the cryptographic foundations of modern digital infrastructure. Shor's algorithm, published in 1994, provides polynomial-time solutions to both integer factorization and the discrete logarithm problem—the mathematical assumptions underlying RSA, DSA, and elliptic curve cryptography (ECC). Every major cryptocurrency deployed today, including Bitcoin, Ethereum, Monero, and Zcash, relies exclusively on ECC for transaction authentication.

The timeline for cryptographically relevant quantum computers (CRQC) remains uncertain, but the trajectory is clear. IBM's quantum roadmap projects 100,000+ qubit systems by 2033. Google's Willow processor demonstrated exponential error correction improvements in 2024. Nation-state actors maintain classified programs with unknown capabilities. The "harvest now, decrypt later" strategy—where adversaries collect encrypted data today for future decryption—transforms this from a future problem into an immediate concern for long-term value storage.

Existing cryptocurrencies face a significant challenge: retrofitting quantum resistance requires hard forks, stakeholder consensus, and migration of existing addresses. During any transition period, old addresses remain vulnerable. The complexity of maintaining backward compatibility while introducing new cryptographic primitives creates substantial attack surface.

SynX addresses this by implementing post-quantum cryptography from genesis. Every address, transaction, and peer-to-peer communication has used NIST-standardized algorithms from block zero. There is no legacy cryptography to deprecate and no migration risk. This paper provides the complete technical specification of the SynX protocol.

1.1 Design Goals

SynX was designed with the following objectives:

1.2 Notation

Throughout this paper, we use the following notation:

2. Threat Model and Security Assumptions

2.1 Adversary Capabilities

SynX is designed to provide security against the following adversary classes:

2.1.1 Classical Adversaries

Adversaries with access to arbitrary classical computational resources, including specialized hardware (ASICs, FPGAs) and distributed computing clusters. This includes nation-state actors with significant but finite computational budgets.

2.1.2 Quantum Adversaries

Adversaries with access to cryptographically relevant quantum computers capable of running Shor's algorithm against 256-bit elliptic curves and Grover's algorithm for symmetric key search. We assume quantum computers cannot efficiently invert collision-resistant hash functions beyond the quadratic speedup provided by Grover's algorithm.

2.1.3 Network Adversaries

Adversaries capable of passive observation of all network traffic (global passive adversary), active man-in-the-middle attacks on specific connections, and timing analysis of transaction broadcasts.

2.2 Security Assumptions

SynX security relies on the following computational assumptions:

  1. Module-LWE Hardness: The Module Learning With Errors problem with parameters used in Kyber-768 is computationally intractable for both classical and quantum computers.
  2. Hash Function Security: SHAKE256 and BLAKE2b behave as random oracles, providing collision resistance, preimage resistance, and second-preimage resistance against quantum adversaries (with Grover's quadratic speedup considered).
  3. Secure Randomness: The operating system's CSPRNG provides 256 bits of true entropy for seed generation.
Security Note

SPHINCS+ provides information-theoretic security for signatures—its security reduces entirely to hash function properties, not unproven mathematical hardness assumptions. This makes it the most conservative choice for long-term security.

2.3 Out of Scope

The following threats are considered out of scope for the core protocol:

* The protocol assumes honest majority in staking. Majority attacks are economically discouraged through slashing but not cryptographically prevented.

3. Cryptographic Foundations

3.1 Kyber-768 Key Encapsulation

Kyber is a key encapsulation mechanism (KEM) based on the Module Learning With Errors (MLWE) problem. It was selected by NIST in 2022 as the primary post-quantum key agreement standard after six years of public evaluation.

Kyber-768 provides NIST Security Level 3, approximately equivalent to AES-192. The scheme operates over polynomial rings R_q = Z_q[X]/(X^n + 1) with n = 256 and q = 3329.

3.1.1 Parameter Set

Parameter Value Description
n 256 Polynomial degree
k 3 Module rank
q 3329 Modulus
η₁ 2 Noise parameter (key generation)
η₂ 2 Noise parameter (encryption)
Public key size 1,184 bytes
Secret key size 2,400 bytes
Ciphertext size 1,088 bytes
Shared secret 32 bytes

3.1.2 Usage in SynX

SynX uses Kyber-768 for:

3.2 SPHINCS+ Digital Signatures

SPHINCS+ is a stateless hash-based signature scheme selected by NIST as a post-quantum signature standard. Unlike lattice-based signatures, SPHINCS+ security relies solely on hash function properties, providing information-theoretic security guarantees.

SynX uses SPHINCS+-SHAKE256-128f (the "fast" variant) optimizing for signature generation speed while maintaining 128-bit post-quantum security.

3.2.1 Parameter Set

Parameter Value Description
Security level 128-bit (post-quantum) NIST Level 1
Hash function SHAKE256 Extendable output function
Variant 128f (fast) Optimized for signing speed
Public key size 32 bytes
Secret key size 64 bytes
Signature size 17,088 bytes ~17 KB
Signing time milliseconds Implementation-dependent
Verification time sub-millisecond Implementation-dependent

3.2.2 Signature Structure

SPHINCS+ constructs signatures using a hypertree of Merkle trees with WOTS+ (Winternitz One-Time Signatures) at the leaves. The stateless property is achieved through deterministic path selection based on message hash, eliminating the state management vulnerabilities of earlier hash-based schemes like XMSS.

3.3 Symmetric Primitives

SynX employs the following symmetric cryptographic primitives:

All symmetric primitives provide at least 128-bit post-quantum security when accounting for Grover's algorithm quadratic speedup. While BLAKE2b-256 is the primary hash function, nodes support fallback to SHA3-256 for future cryptographic agility.

3.4 Forward Secrecy

All peer-to-peer communications use ephemeral Kyber keypairs, providing perfect forward secrecy. Even if long-term keys are compromised, past sessions remain secure. Each connection establishes a fresh shared secret that is discarded after use.

4. Wallet Architecture

4.1 Seed Generation and Key Derivation

Wallet creation follows a secure multi-step process to generate your unique cryptographic identity:

🎲
Random Entropy
256 bits collected from your device
📝
25-Word Phrase
Human-readable recovery words
🔐
Master Seed
Secured with Argon2id
🔑
Key Pairs
Kyber + SPHINCS+ generated
📍
Your Address
SX... unique identifier

The entire process takes approximately 150 milliseconds and produces a wallet fully protected against both classical and quantum attacks.

4.2 25-Word Mnemonic Recovery

SynX uses an extended BIP-39 compatible mnemonic scheme with 25 words, providing 264 bits of entropy (256 bits + 8-bit checksum). This exceeds the standard 24-word format while maintaining compatibility with existing hardware wallet wordlists.

The 25th word serves dual purposes:

  1. Additional entropy for increased security margin
  2. Integrated checksum for error detection

Wallet recovery requires only the mnemonic phrase and optional passphrase. The same seed deterministically regenerates identical Kyber and SPHINCS+ keypairs.

4.3 Multi-Language Support

The SynX wallet supports seven languages for both UI and mnemonic wordlists:

Language Code Wordlist
EnglishenBIP-39 inspired with quantum enhancements
SpanishesBIP-39 inspired with quantum enhancements
FrenchfrBIP-39 inspired with quantum enhancements
ItalianitBIP-39 inspired with quantum enhancements
PortugueseptBIP-39 inspired with quantum enhancements
JapanesejaBIP-39 inspired with quantum enhancements
KoreankoBIP-39 inspired with quantum enhancements

Users can generate and recover wallets using any supported language. The underlying entropy is language-independent—a wallet created with English words can be recovered using the equivalent Japanese words.

4.4 USB Hardware Export

SynX supports secure export of wallet credentials to USB storage devices for air-gapped operation and cold storage.

4.4.1 Export Format

The export format employs AES-256-GCM authenticated encryption with Argon2id-derived keys. File integrity is verified via BLAKE2b-256 checksum. Specific parameters are implementation-defined.

4.4.2 Air-Gapped Signing

The USB export enables offline transaction signing. Unsigned transactions are transferred to an air-gapped machine, signed with SPHINCS+, and returned for broadcast. Private keys never touch an internet-connected device.

4.5 Address Format

SynX addresses use the following format:

Address = "SX" || Base58Check(BLAKE2b-256(kyber_pk || sphincs_pk)[0:32])

The "SX" prefix provides visual identification. Base58Check encoding includes a 4-byte checksum for error detection. Total address length is 36 characters.

5. Transaction Protocol

5.1 Transaction Structure

A SynX transaction contains the following fields:

Field Size Description
version1 byteProtocol version
timestamp8 bytesUnix timestamp (milliseconds)
sender_pk32 bytesSPHINCS+ public key
recipient34 bytesRecipient address (encoded)
amount8 bytesTransaction amount (atomic units)
fee8 bytesNetwork fee
nonce8 bytesSender's transaction counter
payloadvariableOptional encrypted data
signature17,088 bytesSPHINCS+ signature

5.2 Signing Process

When you send a transaction, the wallet performs the following steps to create an unforgeable quantum-resistant signature:

1
Package Transaction Data

Amount, recipient, fee, and timestamp are combined

2
Create Digital Fingerprint

BLAKE2b hash produces unique 256-bit identifier

3
Apply SPHINCS+ Signature

Hash-based signature proves ownership (~5ms)

4
Broadcast to Network

Signed transaction sent to validators

5.3 Verification

Nodes verify transactions by:

  1. Checking sender has sufficient balance (including fee)
  2. Verifying nonce is exactly sender's current nonce + 1
  3. Recomputing transaction hash from serialized data
  4. Verifying SPHINCS+ signature against sender's public key
  5. Checking timestamp is within acceptable bounds (±5 minutes)

Invalid transactions are rejected and not propagated.

5.4 Stealth Addresses

SynX implements one-time stealth addresses for recipient privacy. Each transaction uses a unique derived address, preventing observers from linking payments to a single recipient:

👤 Sender
creates temporary key →
🔑 Ephemeral Key
combines with recipient's public key →
🎯 One-Time Address
👤 Recipient
← scans with private key
✅ Funds Detected

Only the intended recipient can identify and claim incoming transactions. External observers see unrelated one-time addresses with no visible connection.

6. Staking Mechanism

6.1 Consensus Overview

SynX uses a delegated proof-of-stake (DPoS) consensus mechanism where block producers are selected proportionally to their staked balance. This provides:

6.2 Staking Parameters

Parameter Value
Minimum stake1,000 SYNX
Lock period7 days minimum
Unstake cooldown24 hours
Base APR5-15% (dynamic)
Slashing penalty5% of stake
Block time60 seconds

6.3 Reward Distribution

Block rewards are distributed proportionally to stakers based on their share of total staked supply. The reward formula is:

reward_i = block_reward × (stake_i / total_staked)

Rewards are automatically compounded unless the user initiates withdrawal.

6.4 Slashing Conditions

Stakers are slashed (lose portion of stake) for:

6.5 In-Wallet Staking Interface

The SynX wallet provides native staking functionality without external tools:

  1. Select amount to stake from available balance
  2. Choose lock period (7/30/90/365 days)
  3. Confirm transaction (signed with SPHINCS+)
  4. Monitor rewards in real-time dashboard
  5. Unstake with single-click (after cooldown)

7. P2P Escrow Marketplace

7.1 Design Goals

The SynX marketplace enables trustless peer-to-peer trading without centralized intermediaries or KYC requirements. Key properties:

7.2 Escrow Protocol

The escrow system progresses through clearly defined states, ensuring both parties are protected at every step:

Created
Offer posted
Funded
Both deposited
Released
Trade complete
Disputed
Arbiter involved
Refunded
Funds returned

Each escrow involves three parties: maker, taker, and arbiter. Funds require 2-of-3 signatures to release, ensuring no single party can steal funds.

7.3 Trade Flow

  1. Offer Creation: Maker creates offer specifying amount, price, payment method, and timeout
  2. Offer Acceptance: Taker accepts offer, both parties' funds locked in 2-of-3 multisig escrow
  3. Payment: Taker sends fiat payment through specified method (bank, cash, etc.)
  4. Confirmation: Maker confirms receipt, both sign release transaction
  5. Release: Funds released to taker, trade complete

7.4 Dispute Resolution

If parties disagree, either can escalate to arbitration:

  1. Disputing party pays arbitration fee (refunded if they win)
  2. Arbiter reviews encrypted evidence from both parties
  3. Arbiter signs release transaction for winning party
  4. 2-of-3 signatures (arbiter + winner) release funds

Arbiters are selected from a decentralized pool based on reputation and stake.

7.5 Encrypted Messaging

Trade participants communicate through end-to-end encrypted channels using Kyber key exchange:

💬
Your Message
Kyber + AES-256
🔒
Encrypted
Network
📨
Recipient Only

Messages are encrypted with AES-256-GCM using a shared secret established via Kyber-768. Even if intercepted, messages cannot be read by third parties—including network operators.

8. Network Layer Privacy

8.1 Tor Integration

SynX nodes can operate entirely over Tor, providing:

The daemon supports automatic Tor circuit establishment and hidden service operation.

8.2 Dandelion++ Protocol

Transaction propagation uses Dandelion++ to prevent network-level deanonymization:

  1. Stem Phase: Transaction forwarded along random path through nodes
  2. Fluff Phase: Transaction broadcast widely via standard gossip

This prevents adversaries from identifying transaction origin through first-seen heuristics.

8.3 Peer Discovery

Nodes discover peers through:

9. Comparison to Legacy Chains

The following table compares SynX to major privacy-focused and mainstream cryptocurrencies:

Feature Bitcoin Monero Zcash SynX
Signature Algorithm ECDSA (secp256k1) EdDSA (Ed25519) EdDSA/Groth16 SPHINCS+-128f
Key Exchange ECDH X25519 X25519 Kyber-768
Quantum Resistant No No No Yes
Privacy Default No Yes Optional Yes
Trusted Setup No No Yes No
Avg. TX Size ~250 bytes ~2-3 KB ~2 KB ~20 KB
Block Time ~10 min ~2 min ~75 sec ~60 sec
Consensus PoW PoW PoW DPoS
Native Staking No No No Yes
P2P Marketplace No No No Yes
Multi-Language Wallet Varies Yes Limited 7 Languages
USB Cold Storage Via hardware wallet Via hardware wallet Via hardware wallet Native

9.1 Quantum Migration Risk

Legacy chains face significant challenges migrating to post-quantum cryptography:

SynX requires no migration. All addresses have used post-quantum cryptography from genesis.

10. Performance Analysis

10.1 Benchmarks

Expected performance on commodity hardware:

Operation Time Memory
Wallet generationsub-secondminimal
SPHINCS+ signmillisecondsminimal
SPHINCS+ verifysub-millisecondminimal
Kyber encapsulatesub-millisecondminimal
Kyber decapsulatesub-millisecondminimal
Transaction buildmillisecondsminimal
Block validationsub-secondmoderate

Specific timings are implementation-dependent and intentionally omitted.

10.2 Scalability

SynX is architected for high-throughput operation:

The network employs adaptive burn mechanisms that scale with transaction volume, maintaining economic stability even at Solana-level throughput. Layer-2 solutions can provide additional capacity for specialized use cases.

10.3 Storage Requirements

11. Future Work

11.1 Under Consideration

The following features are being evaluated for potential inclusion in future protocol versions:

Implementation timelines depend on security audits, community feedback, and protocol governance.

11.2 Active Research Areas

The following topics are under academic investigation but not yet committed to the roadmap:

12. Conclusion

SynX represents a fundamentally different approach to cryptocurrency security. Rather than building on legacy cryptographic assumptions and planning future upgrades, SynX implements NIST-standardized post-quantum algorithms from genesis. Every transaction signature uses SPHINCS+ hash-based cryptography with information-theoretic security. Every key exchange uses Kyber-768 lattice-based encapsulation.

The wallet architecture prioritizes both security and usability: 25-word mnemonic recovery, seven-language support, native USB export for air-gapped signing, and built-in staking without external tools. The P2P escrow marketplace enables trustless trading without centralized exchanges or KYC requirements.

When cryptographically relevant quantum computers emerge, legacy chains will face difficult migrations with significant attack surface. SynX users face no such transition. Their funds have been protected by post-quantum cryptography from the first block.

SynX contains no known backdoors, key escrow mechanisms, or law enforcement access features. The protocol is fully open-source and independently auditable.

The protocol is open source, the network is live, and the wallet is available for download.

Download

Wallet downloads, source code, and documentation: synxcrypto.com

13. References

  1. Shor, P. W. (1994). "Algorithms for quantum computation: discrete logarithms and factoring." Proceedings 35th Annual Symposium on Foundations of Computer Science. DOI: 10.1109/SFCS.1994.365700
  2. NIST (2024). "Post-Quantum Cryptography." National Institute of Standards and Technology. csrc.nist.gov/projects/post-quantum-cryptography
  3. Avanzi, R., et al. (2021). "CRYSTALS-Kyber: Algorithm Specifications and Supporting Documentation." NIST PQC Submission. pq-crystals.org/kyber
  4. Bernstein, D. J., et al. (2019). "SPHINCS+: Submission to the NIST Post-Quantum Project." NIST PQC Submission. sphincs.org
  5. Grover, L. K. (1996). "A fast quantum mechanical algorithm for database search." Proceedings 28th Annual ACM Symposium on Theory of Computing. DOI: 10.1145/237814.237866
  6. Aumasson, J.-P. & Neves, S. (2013). "BLAKE2: simpler, smaller, fast as MD5." ACNS 2013. blake2.net
  7. Biryukov, A., Dinu, D., & Khovratovich, D. (2016). "Argon2: the memory-hard function for password hashing and other applications." Password Hashing Competition. password-hashing.net
  8. Fiat, A. & Shamir, A. (1986). "How to prove yourself: practical solutions to identification and signature problems." CRYPTO 1986. DOI: 10.1007/3-540-47721-7_12
  9. Boneh, D. & Shoup, V. (2023). A Graduate Course in Applied Cryptography. Stanford University. toc.cryptobook.us
  10. Mosca, M. (2018). "Cybersecurity in an era with quantum computers: will we be ready?" IEEE Security & Privacy. DOI: 10.1109/MSP.2018.3761723