2 problems

Small Implicit Graph Conjecture for hereditary graph classes
Small Implicit Graph Conjecture. Every hereditary small graph class admits an implicit representation.
opengraph-labeling hereditary-graphs implicit-representations
0 responses
03
Smallness of the class $\mathcal{Q}$
Let $\mathcal{Q}$ be the graph class defined in the preceding construction. A graph class is small if there is a constant $c$ such that the number of its labelled $n$ -vertex graphs…
opengraph-enumeration implicit-representations twin-width
0 responses
09

Small Implicit Graph Conjecture for hereditary graph classes