A hybrid static-dynamic analysis yields precise asymptotics for small components and extremely sharp bounds on the largest non-giant component in the Bohman-Frieze process near the critical point.
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Random cographs on n vertices converge in probability to a graphon limit.
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Counting subgraphs in bounded-size Achlioptas processes
A hybrid static-dynamic analysis yields precise asymptotics for small components and extremely sharp bounds on the largest non-giant component in the Bohman-Frieze process near the critical point.
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Graphon convergence of random cographs
Random cographs on n vertices converge in probability to a graphon limit.