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Conjecture on the Hausdorff dimension of exceptional times in the critical dynamical Erdős–Rényi graph
Consider the set of exceptional times … where $L_n(t)$ is the size of the largest component of the critical dynamical Erdős–Rényi graph and $\beta>0$ . Exceptional-time dimension co…
Conjectureopendynamical-probability fractal-geometry random-graphsarXiv posted 2 days ago
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Conjecture on the maximum critical component size in the dynamical Erdős–Rényi graph
Let $L_n(t)$ denote the size of the largest component of the critical dynamical Erdős–Rényi graph on $n$ vertices at time $t\in[0,1]$ . Maximum component-size conjecture. As…
Conjectureopendynamical-probability erdos-renyi-graphs random-graphsarXiv posted 2 days ago

Conjecture on the Hausdorff dimension of exceptional times in the critical dynamical Erdős–Rényi graph