January 20 - Introduction to Class, Naive set theory
January 22 - Set Theory continued, Proofs with sets, Introduction to Logic
January 27 - Logic, Quantifiers, Intro to Combinatorics
January 29 - Combinatorics (Permutation/Combinations)
February 3 - Combinatorics (Pigeonhole Principle, Binomial Theorem, Inclusion-Exclusion), Intro to Proofs
February 5 - Intro to Proofs (Direct, Contrapositive, Contradiction)
February 10 - Proofs continued (Zoom lecture)
February 12 - Proofs part 3
February 19 - Proving n^2 - n is even in 7 different ways
February 24 - Principal of (weak) induction
February 26 - Weak Induction (continued), Strong Induction