Intended to be a first course in elementary number theory and can be the first course for someone starting with higher mathematics. It also serves as a good course on Number Theory towards preparation for Olympiads.
The course will cover basics of divisibility congruences, gcd, primes, Fermat’s little theorem, Euler’s theorem and Chinese remainder theorem. Additionally, we will see a lot of puzzles and interesting applications, including some IMO problems.
Recommended Book: *Elementary Number Theory* by David M. Burton.
[Status: Final Phase]