Latest Articles for Cryptography

A study on how Bell inequalities reveal quantum randomness.

Explore how smooth numbers affect mathematical theories and real-world applications.

An overview of elliptic curves and their applications in various fields.

New insights into Kolmogorov complexity enhance data compression methods.

A deep dive into the nature of torsion groups in elliptic curves.

Examining the privacy challenges associated with Federated Learning and gradient inversion attacks.

Research unveils faster mixing methods in random reversible circuits for improved cryptography.

An accessible guide to abelian varieties in mathematics and their significance.

An overview of dynamical irreducibility and its significance in polynomial behavior.

Explore the fascinating world of quantum entanglement and its implications.

CryptoTrain combines cryptographic techniques to protect sensitive data during machine learning training.

A look at the discrete Gaussian and its applications in various fields.

New design improves reliability and security for IoT devices using PUF technology.

TLSNotary ensures data authenticity while maintaining client privacy in online communications.

Examining new developments and challenges in quantum cryptography and commitment schemes.

Examining the BB84 protocol's real-world challenges and security against eavesdropping.

New algorithms improve solving integer equations critical for cryptography.

Explore the role of Kummer surfaces in mathematics and secure communications.

Exploring new methods in secure communication through quantum oblivious transfer protocols.

Quantum systems offer a reliable method for producing unpredictable numbers.

New methods for digital signatures aim to stay safe from quantum computing risks.

Study reveals significant security risks in Quantum Key Distribution methods.

A new QRNG utilizes LED noise for secure randomness.

This study examines the behavior of moments in elliptic curves.

Examining how quantum principles can enhance secure randomness generation.

Exploring properties and sizes of k-intersecting polynomial families over finite fields.

Investigating quantum hash functions to secure data against future threats.

Learn how quantum key distribution keeps messages safe from prying eyes.

Randomness influences security, learning, and technology development in various fields.

Explore the world of rational points on circles and their applications.

Exploring the world of pseudo-randomness in quantum mechanics.

Exploring the links between isogeny graphs and their level structures.

A closer look at number fields, lattice points, and their significance.

An overview of elliptic curves and their interactions with number fields.

KEM-HAKE combines traditional and post-quantum methods for secure connections.

Minimal codes ensure efficient and secure message transmission.

Explore how randomness secures communication in quantum cryptography.

A look into the fascinating connections of elliptic curves and their isogenies.

A look into secure communication methods, including quantum oblivious transfer.

Explore the challenges of finding matching numbers in communication systems.