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#Lattice-Based Cryptography

6 articles with this tag.

A visual representation of the CRYSTALS-Dilithium (ML-DSA) Algorithm
Post-Quantum Cryptography Advanced

CRYSTALS-Dilithium (ML-DSA)

NIST's primary post-quantum signature standard works by signing, checking your own signature against a size limit, and throwing it away and starting over if it's too big. Learn how 'Fiat-Shamir with Aborts' turns a leaky lattice proof into a secure signature.

14 min read

A visual representation of the Falcon Algorithm
Post-Quantum Cryptography Advanced

Falcon

Falcon produces the smallest signatures of any NIST post-quantum standard. It does that by solving a problem that broke the leading lattice signature schemes of the late 1990s/early 2000s. Learn the hash-and-sign paradigm, and why the naive version of it is fatally insecure.

13 min read

A visual representation of the FrodoKEM Algorithm
Post-Quantum Cryptography Advanced

FrodoKEM

FrodoKEM deliberately throws away the algebraic structure that makes lattice cryptography fast. It trades performance for a security proof that rests on plain, 'vanilla' Learning With Errors. Learn how it works and why some cryptographers prefer that trade.

10 min read

A visual representation of the CRYSTALS-Kyber (ML-KEM) Algorithm
Post-Quantum Cryptography Advanced

CRYSTALS-Kyber (ML-KEM)

The key encapsulation mechanism NIST chose to replace RSA and ECDH for general-purpose use. Learn how Kyber hides a noisy linear system inside a polynomial ring to get both lattice-hard security and real-world speed.

9 min read

A visual representation of the NTRU Algorithm
Post-Quantum Cryptography Advanced

NTRU

Before Kyber, before LWE was even named, NTRU showed that ordinary polynomial multiplication in the right ring could resist quantum attacks. Learn how NTRU hides a fast decryption trick behind a public convolution product.

11 min read

A visual representation of the SABER Algorithm
Post-Quantum Cryptography Advanced

SABER

SABER reached the final round of NIST's post-quantum competition with a trick Kyber doesn't use: instead of adding random noise, it rounds numbers down and lets the rounding error itself do the job. Learn how Learning With Rounding works.

10 min read

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