4 problems

Let $g$ be a genus function and let $\mathcal A^g$ be one of the labelled graph classes considered in the paper. Logarithmic-threshold growth-constant conjecture. If $c>0$ is a con…

Let $g$ be a genus function, and let $\mathcal A^g$ denote one of the graph classes considered in the paper, such as $\mathcal E^g$, $\mathcal O\mathcal E^g$,…

Let $\lambda_d$ denote the growth constant of $d$-dimensional polycubes, namely the exponential growth rate of the number of $d$-dimensional polycubes of size $n$. Growth-constant…

Growth-constant conjecture. The relation above is asymptotically an equality, and