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What is MDS Matrices for Lightweight Cryptography about?

This paper explores the connections between design theory, coding theory, and cryptography, focusing on the construction of Maximum Distance Separable (MDS) matrices for lightweight cryptography. The authors develop tools to compute the maximum number of ones in bi-regular matrices and introduce almost-bi-regular matrices, providing upper bounds for MDS matrices. Additionally, they propose methods for constructing efficient MDS matrices using Latin squares and establish criteria for optimizing the number of

Author

hanevel942

Language

EN