| Week | Reading | Homework | Solutions |
| 13: Nov 30 - Dec 2 | Moduli Spaces and Modular Forms Serre, Ch. VII; Ahlfors, Ch. 7; Course Notes 5. | HW | SOLN |
| 12: Nov 23 | Moduli Spaces and Modular Forms Course Notes 5. | HW | SOLN |
| 11: Nov 16-18 | Elliptic functions Ahlfors, Ch. 7; Stein and Shakarchi, Ch. 9; Course Notes 5. | HW | SOLN |
| 10: Nov 9 | Picard, Bloch, plane regions Remmert, Ch. 10. Course Notes 4. | HW | SOLN |
| 9: Nov 2-4 | D,N,F; Schwarz-Christoffel formula; conformal radius Nehari V.6-7. Course Notes 4. | HW | SOLN |
| 8: Oct 26-28 | Conformal maps Nehari V.8; Goluzin; Course Notes 4 | HW | SOLN |
| 7: Oct 19-21 | Conformal maps Remmert 8; Nehari V.1-4,8; Course Notes 4 | HW | SOLN |
| 6: Oct 12-14 | Mittag-Leffler Theorem; Conformal maps Remmert 2, 8; Nehari V.1-4; Course Notes 3,4 | HW | SOLN |
| 5: Oct 5-7 | Entire Functions and the Gamma Function Remmert 2; Course Notes 3 | HW | SOLN |
| 4: Sep 28-30 | Entire Functions Stein and Shakarchi, 5, 6; Titchmarsh 8; Remmert 3; Course Notes 3 | HW | SOLN |
| 3: Sep 21-23 | Hyperbolic and Spherical Geometry Needham 3, 6; Course Notes 2 | HW | SOLN |
| 2: Sep 14-16 | Harmonic Functions; Runge's Theorem Nehari I, Ahlfors 3-4, Remmert 12, Course Notes 1 | HW | SOLN |
| 1: Sep 7-9 | Cauchy's Formula and Analytic Maps Nehari II-IV, Ahlfors 1-4, Course Notes 1 | HW | SOLN |
| 0: Sep 2 | Introduction | |