A modulus of 0 does not fit the definition but is defined by convention as follows: (a)

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A modulus of 0 does not fit the definition but is defined by convention as follows: $a$ mod $0=a$. With this definition in mind, what does the following expression mean: $a \equiv b(\bmod 0)$ ?

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Cryptography And Network Security

ISBN: 9780136097044

5th Edition

Authors: William Stallings

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Question Posted: Jan 27, 2024 12:00 PM

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A modulus of 0 does not fit the definition but is defined by convention as follows: (a)

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Cryptography And Network Security

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