Algebraic Structures and Their Applications in Modern Cryptography

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Explores how algebraic structures secure data in cryptographic algorithms, suggesting improved solutions against quantum threats.

Algebraic structures provide essential support for the integrity of cryptographic systems, ensuring data security.
Elliptic curve groups offer efficient security with smaller key sizes than traditional methods like RSA and enhance overall performance.
Lattice-based cryptography leverages complex lattice problems, providing promising solutions for post-quantum security against attacks by quantum computers. It plays a critical role in next-generation secure systems that withstand emerging threats, ensuring long-term data protection and confidentiality across various applications.

Annu (2024) studied this question.

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