This chapter excerpted from Hardware Implementation of Finite-Field Arithmetic, gives an example of finite-field application—namely, the implementation of the scalar product (point multiplication) ...

An agile, policy-driven approach externalizes cryptographic decisions into a centralized repository of rules that govern ...

A second issue is the true random generator (RNG), a key concept in cryptography, used to generate keys that must not be predictable or repeatable, even to the most sophisticated attackers. With ...

Adding a dash of encryption to key algorithms used in artificial intelligence models could – surprisingly – make them more efficient, thanks to a trick of mathematics.

The graph below shows the total number of publications each year in MDS Matrices and Their Applications in Cryptography. References [1] Construction of higher-level MDS matrices in nested SPNs .

Understanding randomness is crucial in many fields. From computer science and engineering to cryptography and weather ...

Central to many advanced cryptographic primitives are pairing algorithms, which enable functionalities such as identity‐based encryption, short signatures, and secure key exchange.

The hidden champion of online privacy is the random number. When you're making a credit card purchase online or simply sending an email, you rely on encryption techniques that use long strings of ...