Two New Module-Code-Based KEMs with Rank Metric

Quantum and post-quantum cryptography and cybersecurity: A systematic mapping

“…This kind of cryptosystems uses error correction codes to generate public keys from private matrices, and their low complexity for encryption and decryption makes them a fast solution with befitting security features [39]. The proposals we have analyzed include features such as providing quantum-resistant pseudo-random number generators that also contribute to higher speed of cryptocurrencies [29] or elimination of known quasi-cyclic attacks, [26]. A significant downsize to code-based cryptography is the large size of keys, making reduction of key size a goal for many proposals in this category [25]- [28], [30].…”