Latest Articles for Cryptography

Explore the latest improvements in sampling techniques and their impact on randomness.

A look into how power maps influence group interactions.

An exploration of word counting techniques and their fascinating connections.

A new approach to enhancing security in RISC-V using Physical Unclonable Functions.

A look into our new self-testing quantum random number generator chip.

A new framework enhances secure computation for Transformers, ensuring privacy and efficiency.

A new method enhances the efficiency of neutral atom quantum computing.

A look into Larsen's conjecture and its implications for elliptic curves.

Learn how quantum mechanics is changing key distribution for secure communication.

A deep dive into the structure and significance of lattices in mathematics.

Explore how entropy reflects uncertainty across various fields of study.

TruncFormer speeds up private inference for large language models while keeping data safe.

Learn about Hecke polynomials and their role in mathematics.

Learn how to protect your images using advanced encryption techniques.

A simple guide to matching arrangements and their applications.

Learn how groups protect their secrets through key exchange methods.

Discover the secrets and applications of elliptic curves in modern mathematics.

Delve into Hilbert spaces and the curious EPR state in quantum mechanics.

Explore how Dirichlet functions reveal secrets of prime numbers.

Discover how quantum mechanics can keep your messages safe from prying eyes.

Dive into the significance and behavior of prime numbers and their relationship with number theory.

Dive into the fascinating realm of supersingular Brauer classes and their significance.

Discover how homomorphic signatures enhance data security while keeping private keys safe.

Dive into the fascinating world of primes and hypergeometric series in mathematics.

Exploring the fascinating connection between locally analytic vectors and anticyclotomic extensions in mathematics.

Learn how quantum error correction shapes the future of computing.

Discover fascinating aspects of Hermitian modular forms in mathematics.

Explore the wild behaviors of the Sine-Cosine Nonlinear System Family.

QKD offers secure communication by using quantum mechanics principles to protect digital secrets.

Discover the intriguing connections within cyclotomic symmetric multiple zeta values.

Learn how ZKPs help protect your privacy in the digital world.

Discover the magic of functional equations and Selmer complexes in mathematics.

SLIM encryption offers a shield against quantum threats to digital security.

Explore the fascinating relationship between isolated points and modular curves.

Learn how quantum mechanics can keep your secrets safe.

Learn how self-testing ensures the reliability of entangled quantum states.

Learn how fingerprinting codes and algorithms protect your personal data.

Discover how quantum cryptography keeps communication private using unique quantum properties.

Discover how coding theory secures our communications using linear codes and more.

Quantum computing advances with error correction methods that avoid measurement pitfalls.