Quantum-Resistant Cryptography
Our technology combines lattice-based mathematics with quantum entropy to create digital signatures that remain secure even against quantum computing attacks.
Core Technologies
Kyber-1024
Modern key encapsulation mechanism using module lattices for post-quantum secure key exchange.
Dilithium
Digital signature algorithm based on the hardness of the shortest vector problem in ideal lattices.
NTRU-HPS
Polynomial-based encryption offering both speed and quantum resistance through lattice-based hardness assumptions.
Security Architecture
Quantum Entanglement Verification
Every signature operation is paired with a verified quantum entangled state guaranteeing non-repudiation and authenticity.
Lattice Security
Utilizes mathematical problems (SVP, LWE) that are conjectured to be hard even for quantum computers to solve.
Time-Locked Signatures
Each signature contains a timestamp verified through quantum clock synchronization.
Quantum Resilience
Designed to maintain security even if quantum computers with sufficient qubits become available.
How It Works
Signature Generation
Messages are hashed using quantum-resistant algorithms and signed using lattice-based cryptography.
Quantum Entanglement
Each operation is paired with a quantum-entangled photon pair to guarantee non-repudiation.
Verification Process
Recipients verify signatures against public keys using classical verification with quantum state checks.
Developer Integration
REST API
Securely integrate with our RESTful API endpoints for signature generation and verification.
View API docsClient SDKs
Available in Python, JavaScript and Rust with full documentation and examples.
View SDK usageBlockchain Ready
Designed for easy integration with Ethereum, Bitcoin and other blockchain platforms.
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