11 problems.
- Define analyticity on an open set — Section I, item 1
- Define free homotopy of closed paths — Section I, item 2
- State Liouville’s Theorem — Section I, item 3
- Cauchy–Riemann equations are not sufficient for analyticity — Section I, item 4
- Define a primitive of a complex-valued function — Section I, item 5
- Define when a cycle is homologous to zero — Section I, item 6
- Contour integral around a diamond — Section I, item 7
- Entire functions with one-sided exponential growth — Section II, problem 1
- If every analytic function has a primitive, the domain is simply connected — Section II, problem 2
- A Cauchy derivative estimate at the center of a disk — Section III, problem 1
- Harmonic conjugates on simply connected domains — Section III, problem 2