8 problems.
- Partial sums of geometric series converge to (1-z)^{-1}
- Convergence of uniformly bounded analytic functions with convergent coefficients
- Image of a nonconstant entire function is dense
- Contour integral of e{e{i theta}}
- Continuous function analytic off the real line is entire
- Zeros of partial sums of the exponential function
- True/false on polynomial density and maximum of harmonic functions
- Nowhere-zero entire function with integrable log-modulus is constant