On continuous images of self-similar sets

Yuanyuan Li, Jiaqi Fan, Jiangwen Gu +2

Let $(\mathcal{M},c_k,n_k,\kappa )$ be a class of homogeneous Moran sets. Suppose $f(x,y)\in C^3$ is a function defined on ${\mathbb{R}}^2$. Given $E_1,E_2\in (\mathcal{M},c_k,n_k,\kappa )$…