6 problems.
- A trigonometric integral with denominator \(a+b\cos\theta\)
- Laurent expansions of \(1/((z-1)z^2)\)
- An \(L^2\) mean inequality and normality of an \(L^2\)-bounded holomorphic family
- A holomorphic map is a local bijection iff \(f'\neq 0\)
- Univalence and inverse branches of the Joukowski map
- Maximum modulus on a bounded domain and a boundary-modulus consequence