My solutions to class-assigned problems. All of the classes were graduate-level, with the exception of Graph Theory. The following table notes who taught each class and what book was used. They're arranged in the order that I took the class. For the most part, the further down the class, the more difficult the problem.
| Class | Professor | Book Title | Author |
|---|---|---|---|
| Abstract Algebra I | Dr. Kujawa (OU) | Abstract Algebra | Dummit & Foote |
| Real Analysis I | Dr. Goodey (OU) | Real Analysis for Graduate Students | Richard F. Bass |
| Abstract Algebra II | Dr. Kujawa (OU) | Abstract Algebra | Dummit & Foote |
| Real Analysis II | Dr. Albert (OU) | Real Analysis for Graduate Students | Richard F. Bass |
| Graph Theory | Don't remember (OU) | N/A | N/A |
| Complex Analysis I | Dr. Albert (OU) | Function Theory of One Complex Variable | Greene & Krantz |
| Topology II | Don't remember (OU) | Algebraic Topology | Allen Hatcher |
| Differential Topology | Dr. Mark (UVa) | Differential Topology | Guillemin & Pollack |
| Complex Analysis (again) | Dr. Hayes (UVa) | Functions of One Complex Variable I | John Conway |
| Abstract Algebra III | Dr. Abramenko (UVa) | N/A | N/A |
| Homological Algebra | Dr. Abramenko (UVa) | N/A | N/A |