4 problems

Density conjecture. The real parts of the complex dimensions of $\mathcal{L}$ form a set that is dense in the connected interval $[\sigma_l,D]$.

Cantor graph complex-dimension conjecture. One should have

Complex dimensions of Cartesian products. One should have

Let $K$ be the fractal under consideration, and assume the conditions of Theorems and. A complex dimension is called nontrivial when it is one of the complex dimensions considered…