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5 cards from this section. Quick, good the night before a test.
What is RSA?
Think about who the inventors are.
What does N stand for in RSA?
N is crucial for the encryption and decryption processes.
What does RSA stand for?
Think of the names of the creators.
True or False: In RSA, the same plaintext will always yield the same ciphertext when encrypted.
Consider the implications of having identical keys.
Given the primes p = 61 and q = 53, compute the public key exponent e if it must be coprime to φ(N).
Check the properties of gcd for coprimeness.
Explain how RSA could facilitate secure email communications among large groups where messages are similar.
Consider how randomness could enhance security.
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