QUANTUM KEY GENERATION SERVICE

Quantum Key Generation

Quantum-secure encryption that is mathematically unbreakable — delivering QKD-level security within practical classical computing frameworks.

QKD-LEVEL SECURITY

No key distribution.

Local key generation.

Key transmission between endpoints is the greatest risk and challenge to achieving true quantum-secure encryption — removing it is essential. With Darkstrike™, multiple endpoints obtain QRNG-derived random. Endpoints generate identical keys locally and independently without QRNG random or keys shared between such endpoints — neutralizing “harvest now and decrypt later” attacks.

No Key Transmission

PQC encapsulation and digital signatures don’t eliminate key transmission risk.

NON-OBSOLESCENT ENCRYPTION

Unbreakable by design.

Future-proof.

Even as computing power advances and cyber threats evolve, our quantum-secure encryption and ransomware protection service makes unauthorized data access a non-zero probability — unparalleled data protection that stands the test of time.

QUANTUM-SECURE ENCRYPTION

Obviate key transmission

Local, identical, and independent generation of encryption keys — delivering quantum-secure encryption and everlasting data security.

CRYPTO AGILE

QKG Overview

Information-theoretic security is mathematically unbreakable, even against unbounded adversaries. Computational security only protects against bounded adversaries.

Encryption Method Purpose Data Security Level Encryption Level Product | Service
One-Time Pad (OTP) Unbreakable encryption Information-Theoretic Quantum-Secure Encryption QBase | QBlock | QKG Service
CRYSTALS-Kyber Key Encapsulation (KEM) Computational Quantum-Resistant Encryption QBase | QBlock | QKG Service
CRYSTALS-Dilithium Digital Signature Authentication Computational Quantum-Resistant Encryption QBase | QBlock | QKG Service
AES Encryption Computational Quantum-Resistant Encryption QBase | QBlock | QKG Service

CUSTOMIZABLE ENCRYPTION

Encryption Levels

Each dataset can utilize quantum-secure encryption or quantum-resistant encryption based on its confidentiality requirement.

QUANTUM-SECURE ENCRYPTION

Based on cryptography that is mathematically unbreakable — secure against quantum computers. Gold standard for future-proof security.

Information-Theoretic Security
99%

Security is mathematically unbreakable, regardless of an attacker’s time and power.

Computational Security
0%

Does not utilize security dependent on encryption complexity.

Unbounded adversary protection
99%

Protects against any adversary with unlimited time and power.

Bounded adversary protection
99%

Protects against any adversary with limited time and power.

Ransomware protection
99%

Protects data from ransomware attacks and attenuates ransom claims.

HNDL protection
99%

Protects data from harvest now, decrypt later attacks.

QUANTUM-RESISTANT ENCRYPTION

Based on post-quantum cryptography with high computational difficulty — resists quantum attacks. Strong now but could have future vulnerabilities.

Information-Theoretic Security
0%

Does not utilize security that is mathematically unbreakable.

Computational Security
99%

Encryption complexity increases difficulty for adversaries with limited time and power.

Unbounded adversary protection
10%

Encryption complexity is vulnerable to adversaries with unlimited resources.

Bounded adversary protection
90%

Strong protection against adversaries with practical limits on time and power.

Ransomware protection
99%

Provides varying protection dependent on implementation parameters.

HNDL protection
90%

Varying harvest now, decrypt later protection dependent on implementation parameters.

Harvest Now Decrypt Later (HNDL)

UNBOUNDED ADVERSARY PROTECTION

Commercially viable OTP

Proprietary data restructuring engine enables the commercial viability of OTP encryption.

Protect every byte.

Darkstrike™ | Quantum Data Security

Office Locations

Americas
108 Wild Basin Road South, Suite 250
Austin, TX 78746

555 Fayetteville Street, Suite 300
Raleigh, NC 27601

Europe
Kungsgatan 9
Stockholm
SE-111 43
Sweden

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