1) Lecture 1: Introduction and Motivation (Notes, Video)

2) Lecture 2: Absolute values on a field (Notes, Video)

3) Lecture 3: p-adic Numbers - I (Notes, Video)

4) Lecture 4: p-adic Numbers - II (Notes, Video)

5) Lecture 5: Hensel's Lemma (Notes, Video)

6) Lecture 6: Finite extensions of Q_p - I (Notes, Video)

7) Lecture 7: Finite extensions of Q_p - II (Notes, Video)

8) Lecture 8: Construction of C_p (Notes, Video)

9) Lecture 9: Power series ring and p-adic measures-I (Notes, Video)

10) Lecture 10: Power series ring and p-adic measures-II (Notes, Video)

11) Lecture 11: Construction of Kubota-Leopoldt p-adic L-function (Notes, Video)

12) Lecture 12: Summary of local and global Class field theory (Notes, Video)

13) Lecture 13: Statement of Iwasawa Main Conjecture (Notes, Video)