Lecture 1 | Jan 6th, 2020

Lecture 2 | Jan 8th, 2020

Lecture 3 | , 2020

Lecture 4 | Jan 15th, 2020 | Proofs

Lecture 5 | Jan 20th, 2020 | Proofs cont.

Lecture 6 | Jan 22nd, 2020 | Division, GCD, Euclidean Algorithm, Bezout Coefficients

Lecture 7 | Jan 27th, 2020 | Bezout Coefficents, Extended Euclidean Algorithm, Modulo

Lecture 8 | Jan 29th, 2020

Lecture 9 | Feb 3rd, 2020 | Fermat's Little Theorem, GCD, LCM, Fundamental Theorem of Arithmetics

Lecture 10 | Jan 5th, 2020 | Relatively Prime Numbers, Inverse Modulo, Linear Congruences, Chinese Remainder Theorem

Lecture 11 | Cryptography

Lecture 12 | Induction

Lecture 13 | Recursively Defined Functions and Sets

Lecture 14 | Recursive Alogrithm Examples

Lecture 15 | Divide and Conquer Algorithms, Big O, Recurrence Relations

Lecture 16 | Linear Homogeneous Recurrence Relations

Lecture 17 | Linear Non-Homogeneous Recurrence Relations

Lecture 18 | Graphs