Cryptographic algorithms do not rely on properties of finite fields.

Name: Cryptographic algorithms do not rely on properties of finite fields.
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Many popular cryptographic algorithms, such as AES and RSA, rely on finite fields or groups for their mathematical operations. For example, AES uses finite field arithmetic to perform the S-box substitution and Galois field multiplication in its rounds, while RSA uses modular arithmetic over a finite field of integers modulo a prime number.

Cryptographic Algorithms Do Not Rely on Properties of Finite Fields