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Modular Arithmetic Part 2
Continuing Where We Left Off On this page we will discuss some theorems and topics that are slightly more advanced and would likely scare ðŸ‘» anyone away. Remember that equivalence $\mod n$ is literally an equivalence relation, that means we can actually create equivalence classes of items that are all equivalent to each other.
Last updated on Dec 12, 2023
Fermat and Euler Teamup
Euler’s Totient Function In this page we will discuss some interesting properties, and get us to the point that we need in order to understand RSA Encryption from scratch. Now that we have a distinction between residue classes and prime residue classes, we can see that some numbers seem to be “less prime” than other numbers.
Last updated on Sep 1, 2023