11 problems.
- Define the winding number of a path about a point — Theorems and Definitions, item 1
- Define the multiplicity of an analytic function at a point — Theorems and Definitions, item 2
- State the Casorati–Weierstrass theorem — Theorems and Definitions, item 3
- State Cauchy’s Integral Formula — Theorems and Definitions, item 4
- State the Open Mapping Theorem — Theorems and Definitions, item 5
- Classify isolated singularities in three examples — with one unresolved extractor defect — Problems, problem 1
- Three contour integrals from repeated Wesleyan problems — Problems, problem 2
- The maximum of \(|f|+|g|\) occurs on the boundary — Problems, problem 3
- An analytic function attaining a positive minimum modulus is constant — Problems, problem 4
- Unions and intersections of two simply connected planar domains — Problems, problem 5
- Even analytic functions descend through squaring — Problems, problem 6