The quantum computing threat to cryptography refers to the potential for sufficiently powerful quantum computers to break widely used public-key cryptographic systems. Shor's algorithm running on a cryptographically relevant quantum computer could factor large integers and compute discrete logarithms in polynomial time, rendering RSA, ECDSA, ECDH, and Diffie-Hellman key exchange mathematically broken.
Classical computers require exponential time to factor the large prime products underlying RSA encryption. Quantum computers exploit quantum mechanical properties -- superposition, entanglement, and interference -- to evaluate multiple computational paths simultaneously. Shor's algorithm leverages quantum Fourier transforms to find the period of modular exponentiation functions, directly yielding the prime factors. For elliptic curve cryptography, a modified version solves the elliptic curve discrete logarithm problem with similar efficiency. Grover's algorithm provides a quadratic speedup for symmetric key search, effectively halving the security level of AES and similar ciphers. While current quantum computers lack sufficient stable qubits, progress is accelerating, and harvest-now-decrypt-later attacks mean encrypted data captured today may be decrypted when quantum capability matures.
Virtually every secure communication on the internet relies on public-key cryptography that quantum computers will break. TLS sessions, VPN tunnels, code signing, digital certificates, and encrypted email all use vulnerable algorithms. The transition to quantum-resistant alternatives requires years of planning, testing, and deployment. Organizations with long-lived secrets -- government agencies, healthcare providers, financial institutions -- face the most urgent timeline. Data encrypted today and stored by adversaries will become readable, making the threat retroactive.
CDA treats quantum readiness as a Data Protection and Sovereignty priority. Our missions assess cryptographic inventory across organizations, identify quantum-vulnerable systems, and build migration roadmaps to post-quantum standards. We operate on the principle that the time to prepare is before the threat materializes, not after.