3 problems

Covering-radius conjecture. Every function $f\in\mathcal{S}^0_H(K)$ contains the disk

Covering-radius conjecture. The radius satisfies

Let $\mathbb{D}$ denote the unit disk and let $f\in\mathcal{S}_{Lh}$. Log-harmonic $1/e^2$-covering conjecture. The image $f(\mathbb{D})$ covers the disk … This is a covering-radiu…