6 problems.
- The pseudo-hyperbolic inequality on the disc
- \(\int_{\RR}\frac{e^{i\xi x}}{\cosh x}\,dx\) for \(\xi\in\RR\)
- An entire function with \(|f(z)|\ge A|z|^N\) at infinity is a polynomial of degree at least \(N\)
- An entire function with polynomial real part is a polynomial
- Compact convergence of holomorphic functions on \(\DD\) iff \(\int_{|z|=r}|f_n-f|\,|dz|\to 0\)
- A conformal map from a slit right half-plane minus a disc onto \(\HH\)