Latest Articles for Cryptography

Discover the advancements in SMART TRNGs for secure applications.

Exploring the role of pseudorandomness and inflationary gates in quantum circuits.

A new approach to secure key sharing using quantum physics.

Examining the role of quantum cryptography in secure data deletion.

Learn how zero-knowledge protocols enhance privacy and security in digital interactions.

Research explores structured random light for innovative number factorization methods.

Learn how the BB84 protocol secures communication using quantum mechanics.

A new approach applies hyperbola properties to simplify integer factorization.

Explore how traceable mixnets enhance privacy in data management while allowing specific queries.

A fresh approach to encryption using language models for better data protection.

Exploring the evolving field of quantum information and its practical uses.

Research reveals crucial insights on L-functions and their implications in number theory.

Explore how vertical federated learning boosts privacy in machine learning.

Exploring how elliptic curves behave across different number systems.

New methods enhance security in two-party quantum communication.

Examining methods to ensure secure wireless communication using physical layer security.

Exploring advancements in cryptography amid the rise of quantum computing.

Investigating quantum channels, error correction, and spin alignment for better information transfer.

Researchers are improving quantum algorithms using polynomial functions and category theory.

A look into the complexities of testing polynomial identities.

Learn how matrix factorizations lead to solutions in math and cryptography.

Advancements in quantum locally testable codes enhance error correction and efficiency.

This study enhances lattice-based cryptography for better efficiency and security in digital systems.

HotStuff offers an efficient solution to blockchain consensus challenges.

Study growth patterns and groups related to elliptic curves.

Enhancing data privacy in cloud storage through efficient encryption solutions.

An overview of the properties and implications of block-counting sequences.

A novel approach enhances security in quantum communication by controlling entangled states.

Explore how elliptic curves secure information in cryptography.

Explore the significance and implications of quadratic congruences in number theory.

A clearer approach to understanding the security of 6-state quantum key distribution.

A look at how quantum communication outperforms classical methods in multi-party computations.

A look into improving secure key sharing using non-binary coding methods.

An overview of finite fields and their applications in mathematics.

This article discusses new methods for efficient prime number generation using pseudodeterministic algorithms.

Exploring the role of GKP codes in advancing quantum computing.

Exploring the potential of Gabidulin codes for secure communication in a quantum era.

Exploring secure methods for sharing quantum information using qubits.

Insights into Galois extensions and their relation to elliptic curves.

A new method enhances anonymity in ring signatures for better security.