I am an elementary number theory enthusiast/hobbyist who focuses most on the divisibility properties of positive integers. My current interests include reduced residue systems, modular arithmetic, prime numbers, the Chinese Remainder Theorem, and modified versions of Euler's totient function. This interest is based on some interesting concepts I've come across and which I am writing a paper about.

My Motto: Simplicity is the essence of intelligence; if it isn't simple, you probably aren't doing it right.