|
Matt Bishop Office: 2209 Watershed Sciences Phone: +1 (530) 752-8060 Email: [email protected] |
Version of October 24, 2024 at 11:21PM
Due: November 6, 2024
Points: 30
Euler’s generalization of Fermat’s Little Theorem says that, for integers a and n such that a and n are relatively prime, aφ(n) mod n = 1. Use this to show mathematically that deciphering of an enciphered message produces the original message with the RSA cryptosystem. Does enciphering of a deciphered message produce the original message also?
Hint: You need to prove the case where m and n are relatively prime, and the case when they are not.
|
ECS 235A, Computer and Information Security Version of October 24, 2024 at 11:21PM
|
You can also obtain a PDF version of this.
|