Aug 12, 2004 · We show that if a sequence of dense graphs has the property that for every fixed graph F, the density of copies of F in these graphs tends to a limit, then ...
We show that if a sequence of dense graphs G n has the property that for every fixed graph F, the density of copies of F in G n tends to a limit, ...
Abstract. We show that if a sequence of dense graphs Gn has the property that for every fixed graph F, the density of copies of F in Gn tends to a limit, ...
People also ask
What is the time complexity of dense graph?
What does it mean if a graph is dense?
What is the algorithm for dense graphs?
However, they are mutually exclusive when considering a sequence of graphs where the number of vertices is increasing, important for investigating graph limits.
We get a limit object Ψ, t(F,Ψ) = limn t(F,Gn). Why dense graph sequences? If the proportion of edges & 0 (lim e(Gn).
We show that if a sequence of dense graphs G"n has the property that for every fixed graph F, the density of copies of F in G"n tends to a limit, ...
How can we apply the idea of convergence in distribution in order to define convergence in graphs? We have a sequence of graphs g1,g2,...,gm,...
Following a general program of studying limits of discrete structures, and motivated by the theory of limit objects of converge sequences of dense simple ...
Dec 12, 2024 · We show that if a sequence of dense graphs Gn has the property that for every fixed graph F, the density of copies of F in Gn tends to a limit, ...
Aug 1, 2004 · This limit object determines all the limits of subgraph densities. Conversely, every such function arises as a limit object. We also give a ...